7/5-13/5
-6/5
A pizza is cut into 8 even slices. Mark has 5 of those slices. He then gives 3 slices to Sarah. What fraction of the original pizza does Mark have now?
1/4
What is the slope of the linear function graphed here?

m=-2/3
y=-3x+4
When x=5, y=
-11
Solve for x:
9-x=0
x=9
2/3(5/7)
10/21
Nancy cuts a cake in half and takes a half for herself. Then she cuts her piece into thirds, and keeps one new piece for herself. What fraction of the original cake does Nancy have?
1/6
What is the formula for the linear function graphed here?

y=6/5x+2
f(x)=7x-19
f(-4)=
-47
Solve for x:
3x+34=5x
x=17
3/8 divide 5/2
3/20
A dog eats Michael's homework. He and his friends find the shredded pieces and try to put them back together. Michael finds 1/5 of the homework, Jose finds 1/8 of the homework, and Rick finds 2/7 of the homework. What fraction of the original homework have they found in total?
171/280
What is the formula for this linear function?

y=-1/3x-1
y=2/3x+7
This function has (15, __)
17
Solve for a:
(2a-33)/7=a+1
a=-8
-7/4+5/3
-1/12
Rhonda opens a bag of chips and eats 1/9 of the chips. Later she eats 1/4 of the chips that are left. What fraction of the original chips in the bag remains?
2/3
This graph also contains the point (-6, __).

-27
Alli has a job as a nature guide, and while she's on the job she likes to pick up cool rocks. She starts the day out with 8 rocks, and during her shift she picks up 3 rocks every hour. How many rocks does she have after 5 hours on the job?
23 cool rocks
Solve for z:
8/5z+3=12
z=45/8
-3/11-7/6
-95/66
Jimmy has a garden with many different plants. After some amazing weather with lots of rain, his garden grows to 11/8 of its original size. Then, after a drought, the garden reduces by 1/3 (of its most recent size). Then, after another drought, the garden reduces by 1/4 (of its most recent size). What is the size of Jimmy's garden now, expressed as a fraction of its original size?
11/16
What is the formula of the linear function that contains the points (-2, 10), (4, -11), and (10, -32)?
y=-7/2x+3
Kyle is 200 dollars in debt, but he has just started a job where he will make 80 dollars a day. Write the formula of a linear function, with variables defined, that accurately model's Kyle's net worth based on time.
Some variation on
y=80x-200
Solve for x:
9/2-3/4x=6x+5
x=-2/27