![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGS_5h4KPoWW-jbixe7RBsTXRW0SbGaCJG065sICGJ9kJBoSUUrHFj7yQ3OQF_mrOGoEZue-WGX8mr5VbPv6nGWo7h_ID2n4gUWsYRbXAs_JQNlyheAegnVMX6fTVHTGgNc1fGdN3VaMD1/s320/fractions+001.jpg)
Adding Fractions
[1] Find the LOWEST COMMON DENOMINATOR
[2] Add up the numerators with the new denominator
[3] Simplify fraction
Adding Mixed Numbers
[1] Convert the mixed numbers into IMPROPER FRACTIONS
[2] Find the lowest common denominator
[3] Add up the numerators with the new denominator
[1] Convert the mixed numbers into IMPROPER FRACTIONS
[2] Find the lowest common denominator
[3] Add up the numerators with the new denominator
[4] Convert the fraction to a mixed number
[5] Simplify fraction
Subtracting Fractions
[1] Find the lowest common denominator
[2] Subtract the numerators with the new denominator
[3] Simplify fraction
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKqOlis4knTGLVCBQJ25m-ABrZLRQiJh9olnLJmrH7dr-S7nrw7VN2O3iqjs3m5JwahycpX2Y2xKBPTlJL0uZdrN29HZFcjoI7m76alXNVvng5PO-7c21n93e2QyPPM2ZQHfKbKoieHsPJ/s320/subtracting+question.bmp)
Multiplying Fractions
[1] Multiply the numerators together
[2] Multiply the denominators together
[3] Simplify fraction
Multiplying Mixed Numbers
[1] Convert the mixed numbers into improper fractions
[2] Multiply the numerators together
[3] Multiply the denominators together
[4] Convert the fraction to a mixed number
[5] Simplify fraction
Dividing Fractions
[1] Turn the second fraction into a reciprocal (upside down)
[2] Multiply the first fraction to the second fraction
[3] Convert the fraction to a mixed number
[4] Simplify fraction
Dividing Mixed Numbers
[1] Convert the mixed numbers into improper fractions
[2] Find the reciprocal of the second fraction
[3] Multiply the first fraction to the second fraction
[4] Convert the fraction to a mixed number
[5] Simplify fraction
Problem Two
It takes 2 1/4 scoops of flour to make one cake. How many cakes do 15 scoops of flour make?
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikn8EMeFemhad0ICTcg_zLR5ot_aQ_Rt3XSkRAIQL5d4u6GHupO-TxyxKu1e5JiJGlt_HOb9sGKnAZFSk9lppbJEOpViIWarD26JGYZVhbTqu31hKGi_5KfTLLER3soEcFI_Ixye_wZPLk/s320/problemtwo.bmp)
Problem Three
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?
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5y4rObLmhrpm6c-rjgTQOBmk-Kh9IdjkRv8yx90Dsf6AaQh5PKUQn7c-Xyjb7GhfNG_Hc7IR9YJWMWVnzUpYU885vqGy2CnXLkHMAMtyxLHX5cDS0M0qxNZVUMD_Tgicdtm5qAni74DPz/s320/problemthree.bmp)
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