Showing posts with label ochoa8-41. Show all posts
Showing posts with label ochoa8-41. Show all posts
GAAP's 2 Minutes To Make A Difference
Wednesday, May 20, 2009
This video was made by Gelli, Hanbit, (Tracy) and Maeddah. This video is about Canadian Poverty and it shows what people are going through. And how it affects many other people all around the world. We hope that this video has touched you guys like how it touched us while we made it. Please think how you can stop poverty and take action. Well here's are video, enjoy it.
Tracy's Last Fraction Post
Monday, May 11, 2009
Adding Fractions:
1st : Find a common denominator.
2nd : Add the numerator to a numerater.
3rd : Add the denominator to a denominator.
Last : Simplify it. (only if possible)

Adding Mixed Numbers:
1st : Convert the mixed numbers into improper fractions.
2nd : Fina a common denominator.
3rd : Add the numerator to a numerator.
4th : Add the denominator to a denominator.
5th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)

Multiplying Fractions:
1st : Multiply the numerator to a numerator.
2nd : Multiply denominator to a denominator.
Last : Simplify it. (only if possible)
Multiplying Mixed Numbers:
1st : Convert any of the mixed numbers into improper fractions.
2nd : Multiply the numerator to a numerator.
3rd : Multiply the denominator with a denominator.
4th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)
1st : Find a common denominator.
2nd : Add the numerator to a numerater.
3rd : Add the denominator to a denominator.
Last : Simplify it. (only if possible)

Subtracting Fractions:
1st : Find a common denominator.
2nd : Subtract the numerator to a numerator.
3rd : Subtract the denominator to a denominator.
Last : Simplify it. (only if possible)
1st : Find a common denominator.
2nd : Subtract the numerator to a numerator.
3rd : Subtract the denominator to a denominator.
Last : Simplify it. (only if possible)
Adding Mixed Numbers:
1st : Convert the mixed numbers into improper fractions.
2nd : Fina a common denominator.
3rd : Add the numerator to a numerator.
4th : Add the denominator to a denominator.
5th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)

Multiplying Fractions:
1st : Multiply the numerator to a numerator.
2nd : Multiply denominator to a denominator.
Last : Simplify it. (only if possible)
Multiplying Mixed Numbers:
1st : Convert any of the mixed numbers into improper fractions.
2nd : Multiply the numerator to a numerator.
3rd : Multiply the denominator with a denominator.
4th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)
Dividing Fractions:
1st : Find the reciprical. (one of the fractions upside down)
2nd : Multiply the numerator to a numerator.
3rd : Multiply the denominator to a denominator.
4th : Convert the fraction into a mixed fraction.
Last : Simplify it. (only if possible)
1st : Find the reciprical. (one of the fractions upside down)
2nd : Multiply the numerator to a numerator.
3rd : Multiply the denominator to a denominator.
4th : Convert the fraction into a mixed fraction.
Last : Simplify it. (only if possible)
Dividing Mixed Numbers:
1st : Convert the mixed numbers into improper fractions.
2nd : Find the reciprical. (one of the fractions upside down)
3rd : Multiply the numerator to a numerator.
4th : Multiply the denominator to a denominator.
5th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)
1st : Convert the mixed numbers into improper fractions.
2nd : Find the reciprical. (one of the fractions upside down)
3rd : Multiply the numerator to a numerator.
4th : Multiply the denominator to a denominator.
5th : Convert the answer into a mixed number.
Last : Simplify it. (only if possible)
Problem #2
It takes 2 1/4 scoops of flour to make one cake. How many cakes do 15 schoops of flour make?
It takes 2 1/4 scoops of flour to make one cake. How many cakes do 15 schoops of flour make?
Problem #3
One day in WInnipeg with 10 1/2 hours of daylight, it was sunny for 1/3 of that time. For how many hours was it sunny that day?
Tracy and Gelli's Fraction Word Problems
Tuesday, April 28, 2009
These are Tracy's questions and answers from our Fraction Word Problems:
Question # 1:
One week, Kristi worked 3 days at a department store for 3 1/2 h each day.
She was paid $9/h.
a) How many hours did Kristi work that week? Show your thinking.
Question # 1:
One week, Kristi worked 3 days at a department store for 3 1/2 h each day.
She was paid $9/h.
a) How many hours did Kristi work that week? Show your thinking.

Answer: Kristi worked for 10 1/2 hours that week.
b) How much did Kristi earn that week?

Answer: Kristi earned $94.50 that week.
Question # 2:
Jupiter completes about 2 2/5 rotations every 24 hours (an Earth day.) How many rotations does Jupiter complete in one Earth week? Show your thinking.


Answer: Jupiter completes 16 4/5 rotations around earth in 1 year.
Question # 3:
A sailboat is sailing at 8 1/2 km/h. If the weather conditions and the current do not change, how far will the sailboat travel in 1 1/3 h? Show your thinking.Answer: The sailboat will travel 11 1/3 km/h.
These are Gelli's questions and answers from our Fraction Word Problems:
Question # 5:
The distance to Grandma's house is 4/5 of the distance to Uncle Glen's house. If Uncle Glen's house is 3 1/2 hours away, how long will it take to get to Grandma's house if you travel at the same speed?

Question # 6:
It takes 3/5 of a tank of gas to get to work and back each day. How much gas is used over 5 work days? Show your thinking.

Question # 7:
Owen is 2 1/4 times as old as Robin. When Robin celebrates his 8th birthday, how old will Owen be?

Question # 8:
The karate club is arranging a grading for its members. It takes 3 1/4 hours to test a group of 4 candidates. How long will the club need the gym in order to process 3 groups of 4 candidates each?

Pythagoras
Thursday, February 26, 2009
Vocabulary:
Hypotenuse - The hypotenuse is on the opposite of the right angle and is the longer side of the triangle.
Legs - Are the shorter sides of the triangle.
R.A.T. - Right Angle Triangle.
Theorem - A theorem is a demonstrated statement that has been proved or needs to be proven. Pythagoras' theorem was a² + b² = c² .
Greek - A native or citizen of Greece. and that's it for the vocabulary.
Pythagoras was a Greek who lived 2500 years ago. He was an "uber" smart mathematician. He is the one who came up with the theory of a² + b² = c². Pythagoras is important because his mathematical theories and formulas are still used today.


This shape is a right angle triangle (R.A.T.). The legs are the shorter side of the triangle (a and b). Across the right angle, is the hypotenuse. The hypotenuse is always the longest side. The hypotenuse is c. The formula for a right angle triangle is a² + b² = c². a can either be the vertical line, or the bottom line. The same goes to b.

This shape is a square and it has four right angles. The lines on the square just help you see that its equal on all sides. All together the square equals 360 degrees and to get that all you do is time 90 degrees by 4 which is 360.



You need to find out how long each side of the square is. Then that will give you side 'a' and 'b' for the triangles since they're both the same length. So then find the length of the hypotenuse, which is 'c'. After you find that out you can now label the triangle and add up all the sides to find the perimeter.

Hypotenuse - The hypotenuse is on the opposite of the right angle and is the longer side of the triangle.
Legs - Are the shorter sides of the triangle.
R.A.T. - Right Angle Triangle.
Theorem - A theorem is a demonstrated statement that has been proved or needs to be proven. Pythagoras' theorem was a² + b² = c² .
Greek - A native or citizen of Greece. and that's it for the vocabulary.
Pythagoras was a Greek who lived 2500 years ago. He was an "uber" smart mathematician. He is the one who came up with the theory of a² + b² = c². Pythagoras is important because his mathematical theories and formulas are still used today.


This shape is a right angle triangle (R.A.T.). The legs are the shorter side of the triangle (a and b). Across the right angle, is the hypotenuse. The hypotenuse is always the longest side. The hypotenuse is c. The formula for a right angle triangle is a² + b² = c². a can either be the vertical line, or the bottom line. The same goes to b.

This shape is a square and it has four right angles. The lines on the square just help you see that its equal on all sides. All together the square equals 360 degrees and to get that all you do is time 90 degrees by 4 which is 360.


You need to find out how long each side of the square is. Then that will give you side 'a' and 'b' for the triangles since they're both the same length. So then find the length of the hypotenuse, which is 'c'. After you find that out you can now label the triangle and add up all the sides to find the perimeter.

Scribe Post January 20, 2009
Tuesday, January 20, 2009
Today in class, Mr.Harbeck gave us a white worksheet to complete. We had to pick two questions for part 1 & 2, and do every question for 3, 4,5. We had to draw algebra tiles to solve the equations. Then add and make sure you read the questions carefully because they don't all ask you to draw algebra tiles, but you do need to VERIFY!
"Thanks for reading my scribe, I choose.. CASEY B"
"Thanks for reading my scribe, I choose.. CASEY B"
Pay It Forward
Saturday, January 3, 2009
For my act of kindness, I'm thinking of helping anonymous people like the elderly, children, and the homeless. Some of my ideas to pay it forward was to help at an old folks home, help at the Children's Hospital, babysit for free, volunteer at a Christmas cheerboard, shovel someone's driveway, do community service, do chores at home without being told, and to donate money, clothes, or toys. I thought about going to the Children's Hospital or Calvary Place. I'm going to pay it forward during the break.



What I ended up doing was I made cards with Abby, Alyanna, Carrie, Gelli, Sutchai, and Arielle. The cards we made were about paying it forward, explaining what pay it forward is, why we are doing it, and how others can help. We all participated and equally shared the work by thinking, writing, drawing, and coloring.
On the front of each card said, "Pay it Forward" and to read before thinking to even throw it out or something similar. If you think about it, do you think you'd read something handmade made by anonymous people in the mail? Would you throw it out without even reading it? I honestly probably wouldn't take the time to read it, but maybe if it said something like, "Please read before throwing out." or "Before you even think of throwing this out, please read it." I'd probably read it. We also drew pictures on the front of the cards like flowers, cartoons, and forward symbols like the ones on a VCR. In the inside of the cards basically covered the who, what, when, where, why, and how. We also drew diagrams of one person paying it forward to three other people, each of the three paying it forward to three other people, and so on. We showed how it can spread quickly to many people and around the world. We also attached a lollipop to each of the cards to show our appreciation to pay it forward. We put the cards into mailboxes of unknown people.
I felt that I have done a good deed by spreading the message to others. I also felt like watching someone open their door and read what we had left in their mailbox and how they would react. I think the people whom I have given it to would have probably had a happy feeling reading the card and had a smile on their face wondering who had made the cards. I'm hoping that the people who received the cards actually read it and don't tend on throwing it out. I hope that they also pay it forward to help us spread the message.
Do I think that one person can make a difference? I know someone can make difference, it may not be a huge difference like to stop global warming but everyone counts. Even if that difference is very little, it will continue to grow no matter how small it may be. It is almost like a tree, it'll start out small and it will take time for it to grow, but in the end it is a large beautiful tree, and all the waiting really paid off. I think if you really believe in yourself that you can make a difference in our world and that you never give up, you will make a difference. No matter who you are. Age? Size? Culture? Ethnicity? That all doesn't matter, what matters is what is in you! Every little difference can make a HUGE DIFFERENCE! EVERY PERSON COUNTS!
For my act of kindness, I'm thinking of helping anonymous people like the elderly, children, and the homeless. Some of my ideas to pay it forward was to help at an old folks home, help at the Children's Hospital, babysit for free, volunteer at a Christmas cheerboard, shovel someone's driveway, do community service, do chores at home without being told, and to donate money, clothes, or toys. I thought about going to the Children's Hospital or Calvary Place. I'm going to pay it forward during the break.




What I ended up doing was I made cards with Abby, Alyanna, Carrie, Gelli, Sutchai, and Arielle. The cards we made were about paying it forward, explaining what pay it forward is, why we are doing it, and how others can help. We all participated and equally shared the work by thinking, writing, drawing, and coloring.
On the front of each card said, "Pay it Forward" and to read before thinking to even throw it out or something similar. If you think about it, do you think you'd read something handmade made by anonymous people in the mail? Would you throw it out without even reading it? I honestly probably wouldn't take the time to read it, but maybe if it said something like, "Please read before throwing out." or "Before you even think of throwing this out, please read it." I'd probably read it. We also drew pictures on the front of the cards like flowers, cartoons, and forward symbols like the ones on a VCR. In the inside of the cards basically covered the who, what, when, where, why, and how. We also drew diagrams of one person paying it forward to three other people, each of the three paying it forward to three other people, and so on. We showed how it can spread quickly to many people and around the world. We also attached a lollipop to each of the cards to show our appreciation to pay it forward. We put the cards into mailboxes of unknown people.
I felt that I have done a good deed by spreading the message to others. I also felt like watching someone open their door and read what we had left in their mailbox and how they would react. I think the people whom I have given it to would have probably had a happy feeling reading the card and had a smile on their face wondering who had made the cards. I'm hoping that the people who received the cards actually read it and don't tend on throwing it out. I hope that they also pay it forward to help us spread the message.
Do I think that one person can make a difference? I know someone can make difference, it may not be a huge difference like to stop global warming but everyone counts. Even if that difference is very little, it will continue to grow no matter how small it may be. It is almost like a tree, it'll start out small and it will take time for it to grow, but in the end it is a large beautiful tree, and all the waiting really paid off. I think if you really believe in yourself that you can make a difference in our world and that you never give up, you will make a difference. No matter who you are. Age? Size? Culture? Ethnicity? That all doesn't matter, what matters is what is in you! Every little difference can make a HUGE DIFFERENCE! EVERY PERSON COUNTS!
The Great Book of Algebra
Thursday, December 4, 2008
CHAPTER 1: Integer Poetry
Haiku- ADDINGAdding integers
Positive numbers are easy
Plus numbers are fun
Diamante- SUBTRACT
Subtract
Take away, decrease
Losing, removing, lessening
Add opposite like terms
Minusing, decreasing, diminishing
Reduce, minus
Negative
Free Verse- Partitive
Partitive
is sharing with what you have.
Partitive
is grouping numbers.
Partitive
is a way of dividing.
Partitive
is so easy!
Free Verse- Quotative
Quotative
is splitting into groups.
Quotative
is like normal dividing.
Quotative
is one of the three ways to divide.
Quotative
is very simple!
Free Verse- Ron's Rule
Ron's rule is a very simple rule
you can do it nothing to it
just remember the same sign's
are always positive and different
sign's are always negative.
CHAPTER 2: Combining like terms and Distributive Property
SCRIPT:
Kayla: Hey Shawn! How are you?
Shawn: Hey! I'm fine, and you?
Kayla: I'm fine, but can you help me with my math homework?
Shawn: Sure! What do you need help on?
Kayla: Well, my class and I are learning combining like terms and distributive property.
Shawn: Ah... that's easy. You'll understand in a jiffy.
Kayla: Okay, the first question is n+3-5n+12. How do I solve this question?
Shawn: Well, what do you think the answer is? I think it's... -6n+15, am I right or am I wrong?
Kayla: Your answer is close. The answer is actually -4n+15. How did you get the answer?
Shawn: First of all, you should circle the variable so you don't get confused with the other terms. Second, group like terms. This means put integers with the same variable together and the other integers together finally, simplify.
Kayla: Oh.. how do you simplify?
Shawn: To simplify, all you have to do is combine like terms.
Kayla: That's it? That is so easy!
Shawn: Of course it is once you know what to do. Is there anything else I can help you with?
Kayla: Hey Shawn! How are you?
Shawn: Hey! I'm fine, and you?
Kayla: I'm fine, but can you help me with my math homework?
Shawn: Sure! What do you need help on?
Kayla: Well, my class and I are learning combining like terms and distributive property.
Shawn: Ah... that's easy. You'll understand in a jiffy.
Kayla: Okay, the first question is n+3-5n+12. How do I solve this question?
Shawn: Well, what do you think the answer is? I think it's... -6n+15, am I right or am I wrong?
Kayla: Your answer is close. The answer is actually -4n+15. How did you get the answer?
Shawn: First of all, you should circle the variable so you don't get confused with the other terms. Second, group like terms. This means put integers with the same variable together and the other integers together finally, simplify.
Kayla: Oh.. how do you simplify?
Shawn: To simplify, all you have to do is combine like terms.
Kayla: That's it? That is so easy!
Shawn: Of course it is once you know what to do. Is there anything else I can help you with?
Kayla: Actually, yes.. the next question has brackets.. i know I'm suppose to multiply, but I don't know which one to multiply.
Shawn: Whats the question?
Kayla: 2+4(3n+8)
Shawn: This is going to be easy, just like the first question!
Kayla: Wait, can I try this question on my own first?
Shawn: Sure, but tell me how you got the answer after.
Kayla: Well I think the answer is 12n+10. First of all, I knew the rule of multiply integers. So, I multiplied the 4 with 3n since there was a bracket. That's how I got 12n. I didn't know what to do with the other two numbers, so I added them together.
Chapter 2: Combining Like Terms and Distribute Property
It didn't work. I have it done but my video wont upload here.
Shawn: Whats the question?
Kayla: 2+4(3n+8)
Shawn: This is going to be easy, just like the first question!
Kayla: Wait, can I try this question on my own first?
Shawn: Sure, but tell me how you got the answer after.
Kayla: Well I think the answer is 12n+10. First of all, I knew the rule of multiply integers. So, I multiplied the 4 with 3n since there was a bracket. That's how I got 12n. I didn't know what to do with the other two numbers, so I added them together.
Chapter 2: Combining Like Terms and Distribute Property
It didn't work. I have it done but my video wont upload here.
CHAPTER 3: One Step Equation Solving
Here are some Addition, Subtraction Multiplying, and DivisionEquations !
RULES:
I-isolate
C-cancelling using the
O-opposite
B-balance
V-verify
I-isolate
C-cancelling using the
O-opposite
B-balance
V-verify
*What you do to one side, you have to do the samething to the other side!"*
ADDITION:

The first question is n+8= 17. As you can see, I've isolated n by using the opposite of +8 (which is obviously -8). What you do on one side, you have to do the same thing on the other side. So, I put -8 beside 17 to balance it out. You're left with n= 9. That is how you solve n. Now, you have to verify so you can get full marks.
SUBTRACTION:
The second questions is n-7=10. The rules are similiar to the additive equations. Isolate to get n by using the opposites, balance and verify. It's like adding, you need to isolate the variable by cancelling out using opposites. I've isolated n by using the opposite of -7 (which is obviously +7). Don't forget to balance it out by doing what you do to one side, so you do the same thing to the other side. Now, your left with n=17. After the question has been solved all you have to do is verify.
MULTIPLYING:

The third question is 4n=-8. Again, the rules still apply to multiplication as well. When you're isolating n in a multiplication equation, you divide since you need to cancel them out. You do the same thing to the other side. Now , you have to figure out what -8/4 is in order to get n. Your left with n=-2. Now that your done solving the question, you have to verify.
DIVISION:
Finally, the last question is n/4=3. After that, you do the same thing again as the rest of the questions we did. You have to multiply to isolate n when you're doing a division equation. Do the same thing to the other side. Figure out what 3(4) is. Which leaves you with n= 12. After solving the question you Verify. Now you know how to do one step equations!
CHAPTER 4: Algetile Video
During math class , we were told to make a video about a algebra equations using algetiles. We had to work on it at lunch, because we didn't get to finish it during class. So, sorry for the background noise. Props to: Hanbit, Maeddah, and Tracy.
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ochoa 8-41
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Labels: algetile, greatbigbook, intpoetry, ochoa8-41, onestep, xtranormal
Scribe Post for December 2
Tuesday, December 2, 2008
Today in Math Class we started ALGEBRA.
We started the unit of by thinking of ALGEBRA WORDS: ADDING, SUBTRACTING, MULTIPLYING, DIVIDING, & EQUALS.
We started the unit of by thinking of ALGEBRA WORDS: ADDING, SUBTRACTING, MULTIPLYING, DIVIDING, & EQUALS.
ADDING
n+6
-increase by
-combine with
-plus
-and
-add
-gains
SUBTRACTING
n-6
-subtract
-minus
-takeaway
-diminished by
MULTIPLYING
3n (means: n+n+n)
-three times a number
DIVIDING
n/3
-means a number divided by three
EQUALS
n+6=8
-equals
-gives you
-is
-makes
-results in
We also learned the difference between algebraic expressions and algebraic equations.
algebraic expression: --> pattern
n+6
- number plus six
- there are many possible answers.
What is n?
- n is a variable
What is a variable?
- a variable is a letter that represents a number
algebraic equation:
n+6=8
-a number and six equals eight
-there is only one possible answer
Well, i'm done my scribepost. I hope you liked it! I liked it because it was very colorful :) For tomorrow's scribe, I choose MICHELLE! HAHAH :D Have fun Michelle.
Tracy's Integer story
Friday, October 24, 2008
It was a bright sunny day when the Backyardigans were all out in the yard. "What should we do today?" asked Austin to his friends. "I know we should go play in the playground." yelled Uniqua. They all thought that a trip to the playground would be a good idea. So they all left to go to the playground. Once they arrived at the playground they noticed a big gate blocking the way. It was locked and there was a big sign that said "Attention, all playground visitors you must answer this math question before entering the playground.

CONTINUATION !
When the Backyardigans got home the started to get hungry, so they planned to eat cookies. Pablo decided to play integer games with the cookies. Pablo asked asked Tyrone "What is (+6) - (+3)=__? Tyrone thought for awhile and he said. The answer to that interger question is +3 said Tyrone. Pablo said, Wow you got that answer really fast. How did you figure it out asked Pablo? Then Tyrone explained it in a picture.

Tasha walked closer to the gate and noticed a big shiny red button. She pressed the button and there appeared the math question that they had to answer. The math question read... "(-15)+(+5)=__." "I know the answer !" exclaimed Tasha. She pressed the correct answer and then the gate opened. "Yay, you did it Tasha!." Yelled the Backyardigans with excitement, and they all ran to the playground.
Once they were at the playground Pablo wanted to play on the swings. He walked closer to the swings but realized he had to answer another math problem enable to go on the swings. He pressed the big shiny red button and there appeared his math question. "(-12)+(+14)=__." It took Pablo a few minutes before he finally got the answer. He pressed the correct answer and got on the swings. He was so happy that he got the answer right.
Tyrone wanted to go on the monkey bars but they were guarded by birds. "May I please play on the monkey bars?" asked Tyrone to the birds. The birds told him that he needed to answer their math question and then they will let him on the monkey bars. "What is my math question?" asked Tyrone. The birds replied. "Your math question is (-13)+(-2)+(+7)=__." Tyrone told the birds hi answer. You are correct said the birds and they all flew away leaving the monkey bars to Tyrone.
It was the middle of the day, and the Backyardigans were super tired and they all wanted to go home. So they were about to leave the playground when they realized they were locked in the park. The gate was locked and they saw the big shiny red button. They all pressed it together and there appeared their last math question. (-10)+(-10)+(+1)=__. They all pressed the correct answer together. Then the gate opened, and they finally went home. When they got home they were all talking about how much fun they had even though they had to answer math problems.
CONTINUATION !
When the Backyardigans got home the started to get hungry, so they planned to eat cookies. Pablo decided to play integer games with the cookies. Pablo asked asked Tyrone "What is (+6) - (+3)=__? Tyrone thought for awhile and he said. The answer to that interger question is +3 said Tyrone. Pablo said, Wow you got that answer really fast. How did you figure it out asked Pablo? Then Tyrone explained it in a picture.
Pablo asked Uniqua what if I ask you a question almost like Pablos. But I will try to make it harder for you. Here is your question (+8) - (-2) + (+1) - (-4)=__? What is the answer asked Pablo? Uhmm, let me think said Uniqua. She thinked about five minutes until she got the answer. Uniqua yelled "I got it, I got it!" The answer is +15 she yelled out loud. Then Pablo said bravo you got it right! Uniqua was so happy that she got to integer quesion right.

After Tyrone and Uniqua answered their interger question they went to eat there cookies. Yuumm delicious they said. Then all of them waited for another adventure to come.
THE END!
Tuesday, October 21, 2008
Integers ..
Today, we had our second day of learning Integers. We didn't really talk about anything. Except for the yellow workbook we have. We have to do pages 41 and 42, there are about 100 questions.
There is three sections to it A. 1-10, B.1-24, and C.1-75. For A. 1-10 you need to answer it with number lines. B. 1-10 you need to answer them with "have and owe", and 16-24 it is your choice, you can answer it however you want. For C. 1-10 you have to answer it with pictures (pictorial), and 11-75 is your choice be free to answer it however you want.
Here are three examples from each section. (A,B,C)
A.
1. 7 to the right, 3 to the left.

B.
1. (+4)+(+3)= +7
have 4 and have 3 = +7
C.
1. (+10)+(+3)= +13

There is my three examples for each sections. This is all we learned for today. (Oct.20,08) Don't forget to leave me a comment.
So for the next scribe im choosing SUTCHAI WONDA SANA ! :) Have fun SUTCHAI! Look who's gonna have to suffer :P.
Today, we had our second day of learning Integers. We didn't really talk about anything. Except for the yellow workbook we have. We have to do pages 41 and 42, there are about 100 questions.
There is three sections to it A. 1-10, B.1-24, and C.1-75. For A. 1-10 you need to answer it with number lines. B. 1-10 you need to answer them with "have and owe", and 16-24 it is your choice, you can answer it however you want. For C. 1-10 you have to answer it with pictures (pictorial), and 11-75 is your choice be free to answer it however you want.
Here are three examples from each section. (A,B,C)
A.
1. 7 to the right, 3 to the left.
B.
1. (+4)+(+3)= +7
have 4 and have 3 = +7
C.
1. (+10)+(+3)= +13

There is my three examples for each sections. This is all we learned for today. (Oct.20,08) Don't forget to leave me a comment.
So for the next scribe im choosing SUTCHAI WONDA SANA ! :) Have fun SUTCHAI! Look who's gonna have to suffer :P.
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