Comparing Fractions? You don't even know the half of it.
A real proper young fraction
Mixed Bag
Equations. (Cant think of a pun - these are equation questions)
Let's Operate
100
2/3 vs 2/4
2/3
100
Change to proper: 5/4
1 and 1/4
100
2 and 1/4 + 3 and 2/4
5 and 3/4
EXTRA 100 FOR YOU!
100
Write an equation with 3 addends that equals 9/10
Check
100
3/10 + 2/10 + 2/10
7/10
200
5/10 vs 1/2
=
200
18/9
2
200
7 x 3 and 4/5 (Put in proper form)
26 and 3/5
CHOOSE A TEAM TO TAKE 200 POINTS FROM.
200
Write an addition and multiplication equation to equal the given fraction: 4/5
1/5 + 1/5 + 1/5 + 1/5 AND 4 x 1/5
200
1/2 + 1/4
3/4
300
4/5 vs 6/8
4/5
300
83/9
9 and 2/9
300
9 and 2/7 - 6 and 4/7
2 and 5/7
300
Split the multiplication equation into a more easily solvable equation: 7 x 3 and 2/8
(7 x 3) + (7 x 2/8)
300
2/5 - 2/8
6/40
400
Put in order from least to greatest: 3/7, 5/10, 1/4
1/4, 3/7, 5/10
400
Solve - put answer in proper form: 15/4 + 9/4
6
400
8 - 3 and 4/6
4 and 2/6
400
Write an equation to solve the problem: There are 23 students in the classroom. Each student receives 4/7 cup of Takis on April 8. How many Takis does Mr. B need to get for his class? Don't solve - write an equation that uses a variable for the unknown.
23 x 4/7 = x
400
2/3 + 4/9
10/9 or 1 and 1/10
500
DOUBLE JEOPARDY!
3 and 2/5 vs 17/5
=
500
Solve, put in proper form: 9 x 1/2
4 and 1/2
500
Change the mixed number to an improper fraction: 9 and 4/5
49/5
500
Ms. Scott is cooking some stew for her party. The recipe calls for 2/3 cup of chopped onions. She wants to triple the recipe so she has enough for friends and family. How many chopped onions does she need? Use a variable for the unknown.