3/4 + 1/3

(a)  

2/4 + 2/3

(a)  

1/4 + 2/3

(a)  

2/4 + 1/3

(a)  

3/4 + 2/3

(a)  

1/2-1/3

(a)  

2/3 - 1/2

(a)  

2/4 -1/3

(a)  

3/4 - 1/3

(a)  

3/4 - 2/3

(a)  

2/3 - 1/4

(a)  

1/3 -1/4

(a)  

Convert to improper fraction 7 1/2

(a)  

Convert to improper fraction 5 1/3

(a)  

Convert to improper fraction 4 2/5

(a)  

Convert to improper fraction 9 1/3

(a)  

Convert to improper fraction 8 1/4

(a)  

Convert to improper fraction 3 2/7

(a)  

3 + 1.75 + 0.65

(a)  

1000 - 100

(a)  

100 - 1

(a)  

1000 - (100 - 1)

(a)  

3 - 0.24

(a)  

3.6 + 0.39 + 4

(a)  

$$1^2$$

(a)  

$$2^2$$

(a)  

$$3^2$$

(a)  

$$4^2$$

(a)  

$$5^2$$

(a)  

$$6^2$$

(a)  

$$7^2$$

(a)  

$$8^2$$

(a)  

$$9^2$$

(a)  

$$10^2$$

(a)  

$$11^2$$

(a)  

$$12^2$$

(a)  

$$10^2$$

(a)  

$$20^2$$

(a)  

$$30^2$$

(a)  

$$40^2$$

(a)  

502 $$50^2$$

(a)  

$$60^2$$

(a)  

$$70^2$$

(a)  

$$80^2$$

(a)  

$$90^2$$

(a)  

$$100^2$$

(a)  

Square Root of 1

(a)  

Square Root of 4

(a)  

Square Root of 9

(a)  

Square Root of 25

(a)  

Square Root of 36

(a)  

Square Root of 49

(a)  

Square Root of 64

(a)  

Square Root of 81

(a)  

Square Root of 100

(a)  

Square Root of 400

(a)  

Square Root of 900

(a)  

Square Root of 1600

(a)  

Square Root of 2500

(a)  

Square Root of 3600

(a)  

Square Root of 4900

(a)  

Square Root of 6400

(a)  

Square Root of 8100

(a)  

Square Root of 10000

(a)  

Square Root of 16

(a)  

36 divided by 0.08

(a)  

25 divided by 0.04

(a)  

105 divided by 0.06

(a)  

18 divided by 0.12

(a)  

5 divided by 0.02

(a)  

5/8 x 2/3

(a)  

5/6 x 2/3

(a)  

1/2 x 5/2

(a)  

2/3 x 2/2

(a)  

1/2x 3/2

(a)  

0.40 as a fraction

(a)  

40% as a fraction

(a)  

40/100 as a decimal (start with 0)

(a)  

.40 x 100

(a)  

50% as a fraction

(a)  

50/100 as a decimal (start with 0)

(a)  

.50 x 20 x 10

(a)  

Enter as a decimal number (8x10) + (6x 1/10) + (5 x 1/100)

(a)  

Enter as a decimal number (6 x 10) + (7 x 1/100)

(a)  

Enter the decimal number one and twelve thousandths

(a)  

Enter as a decimal number (5 x 10) + (6 x 1/10) + (4 x 1/100)

(a)  

Which digit is in the thousandths place in 1,234.5678

(a)  

Which digit is in the hundredths place in 1,234.5678

(a)  

Which digit is in the tenths place in the number 1,234.5678

(a)  

What does mean mean?

(a)  

What is the very first step in finding the average?

(a)  

What is the second step in finding the average?

(a)  

What is 12 as a product of prime numbers, use x to show multiply

(a)  

What is 10 as a product of prime numbers use x to show multiply

(a)  

What is 18 as a product of prime numbers, use x to show multiply

(a)  

What is 24 as a product of prime numbers, use x to show multiply

(a)  

What is 30 as a product of prime numbers, use x to show multiply

(a)  

1/2 divided by 2/3

(a)  

1/4 divided by 2/3

(a)  

1/5 divided by 2/3

(a)  

1/10 divided by 2/3

(a)  

1/7 divided by 2/3

(a)