Radical Equations
Simplifying Radicals
Adding/Subtracting Radicals
Multiplying Radicals
Pythagorean Theorem
100

The value of x in the following equation:

sqrt(x)= 10

What is 100?

100

The simplest radical form of

sqrt 16

What is 4?

100

The simplest radical form of

3sqrt(6)-4sqrt(6)

What is 

-sqrt6?

100

The simplest radical form of

sqrt6 *sqrt6

What is 36?

100

Use the Pythagorean theorem to find the missing hypotenuse for the triangle with legs 3 and 4 inches long

5 inches

200

The value of v in the following equation:

sqrt(v-4)=3

What is 13?

200

The simplest radical form of

sqrt 48

What is 

4sqrt3?

200

The simplest radical form of 

-10sqrt(11)-11sqrt11

What is 

-21sqrt(11)?

200

The simplest radical form of

sqrt5 *sqrt10

What is 

5sqrt2?

200

Use the Pythagorean theorem to find the missing hypotenuse for the triangle whose legs are 6 and 8.

10

300

The value of a in the following equation: 

sqrt(5a-5)= 5

What is 6?

300

The simplest radical form of  

8sqrt32

What is 

32sqrt(2)?

300

The simplest radical form of 

2 sqrt6 - 2sqrt24

What is

-2sqrt6?

300

The simplest radical form of

-4sqrt15*-sqrt3

What is 

12sqrt5?

300

Use the Pythagorean theorem to find the missing hypotenuse for the triangle with sides 5 and 12

13

400

The value of v in the following equation:

-10sqrt(v-10) = -60

What is 46?

400

The simplest radical form of

sqrt(48x^3)

What is 

4xsqrt(3x)?

400

The simplest radical form of 

2sqrt6+3sqrt54

What is 

11sqrt6?

400

The simplest radical form of 

sqrt(15n^2)*sqrt(10n^3)

What is

5n^2sqrt(6n)?

400

find the leg Triangle with hypotenuse 20 and leg 16

12

500

The value of p in the following equation:

3 sqrt(p+3) + 4sqrt(p+3) = 28


What is 13?

500

The simplest radical form of 

sqrt(63m^4p^5)

What is

3m^2p^2sqrt(7p)?

500

The simplest radical form of

-3sqrt18+3sqrt8-sqrt24

What is 

-3sqrt2-2sqrt6

500

The simplest radical form of 

-3sqrt(7r^3)*6sqrt(7r^2)

What is 

-126r^2sqrtr?

500

find the leg Triangle with side leg 12 and hypotenuse 13 

5