4 1/6 + 9 1/6
13 2/6
Answers must be ___________. (Hint: This is the last step you should always complete when working with fractions.)
Simplified
Exonerated
Simplified
At lunchtime, a cafeteria served a total of 1/2 of a pot of chicken soup and 7/8 of a pot of onion soup. How many pots of soup were served in all?
11/8 or 1 3/8
8 1/2 + 8 1/2
16 2/2=1 so 17
12/7 is an example of an _______________. This is not in the simplest form!
improper fraction
mixed number
impossible number
improper fraction
Mrs. Stephenson baked apple pies for her family. The boys ate 3/4 of a pie and the girls ate 1/12 of a pie. How much more pie did the boys eat than the girls?
8/12 simplified 2/3
8 1/2 + 4 1/2
12 2/2=13
Fractions must have the same _________ before adding or subtracting. (Hint: This is the 1st step when adding or subtracting fractions)
denominator
procastinator
denominator
Joel and Brad made cornfields in Minecraft. Joel harvested 5/6 of an acre of corn on Monday and Brad harvested 7/12 of an acre. How many acres did Joel and Brad harvest together?
17/12 simplified 1 5/12
8 1/12 + 2 1/12
10 2/12 or 10 1/6
Use __________ fractions after finding the LCM or common denominator before adding or subtracting. (Hint: This is the 2nd step when adding or subtracting fractions)
equivalent (For example, think about the fraction 1/2. It means half of something. You can also say that 6/12 is half, and that 50/100 is half)
Improper numbers
Scooby Doo
equivalent
At the farmers' market, Billy bought 2/3 of a pound of string beans and 4/5 of a pound of lima beans. How many pounds of beans did Billy buy?
22/15 = 1 7/15
10 10/12 + 8 2/12
18 and 12/12= 18+1= 19
What is the most important question you ask before adding or subtracting fractions? If no. Then what?
Are the denominators the same? If no we need to find a common denominator by listing multiples.
Felix began his pizza delivery route with 3/4 of a tank of gas in his car. When he made it back to the pizzeria, 5/7 of a tank of gas was left. How much gas did Felix use?
6/28 = 3/14