There are 4 dogs for every 7 cats. Write a part to whole ratio representing number of dogs to total pets.
4:11
100
Evaluate r + 5 when r = 2.3
7.3
100
Solve for x
x + 8.8 = 17.3
x = 8.5
200
15.8 + 9.72 =
25.52
200
Order the following terms from least to greatest:
|-4| |-3| -1 2 |6|
-1 2 |-3| |-4| |6|
200
There are 3 boys for every 4 girls. If there are 16 girls, how many boys will there be? Solve using a double number line.
12 boys
200
Evaluate 2x^2 when x =4
32
200
Write an expression to represent the situation given:
"Four less than some number"
x - 4
300
0.08 x 2.3 =
0.184
300
Order the following terms from least to greatest:
- (- 8) , - 8 , -(-(-4)) , 4
-8 , - (- (- 4)) , 4 , - (- 8)
300
There are 5 boys for every 7 girls. If there are 25 boys how many girls will there be? Solve using a double number line.
No work no points!
35
300
Evaluate 3 + 4x^3 - 2 when x = 3
109
300
Write an expression to represent the situation below:
"The sum of the product four and some number and nine"
4x + 9
400
6.01 x 93.88 =
564.2188
400
The absolute value of negative 9 multiplied by the absolute value of 7.
63
400
There are 8 red squares for every 5 blue tiles. If there are 21 more red tiles than blue tiles, how many red tiles are there?
56 blue tiles
400
Evaluate 8y + 3(y + 6) when y = 6
84
400
Solve for x
0.4x = 8.92
22.3
500
397.8/9 =
44.2
500
Write an equivalent integer for the following: - |-4|
-4
500
There are 4 hot dogs for every 9 hamburgers. At a picnic there are 20 more hamburgers than hot dogs. Write a ratio comparing hot dogs to total food items at this picnic.
16 : 52
500
Evaluate 3x(x + 8) - x^2 when x = 3
90
500
Write an expression to represent the following scenario:
"The difference between triple some number and 16"