Solving Square Root and Cubic Root Equations

How would we say this if converted to radical form?

• "Thirty-two to the three-fifths"

• "Fifth root of thirty-two raised to the third power"

• "Third root of thirty-two raised to the fifth power"

• "Quintic root of thirty-two raised to the fifth power"

• "Thirty-two and three-fifths"

Rewrite in rational exponent form

• 4^4/3

• 4^3/4

• 2^4/3

• 2^3/4

• Cannot because the cubic root of 4 is not an integer

• x = 81
• x = -9
• x = 9
• x = -81

Solve by taking the square root:

(x + 1) ² = 25

• ± 5

• 4 or -6

• -4 or 6

• ± 4

• x = 5
• x = -6
• x = 14
• x = -1

Solve the cube root equation

• 36

• -216

• 216

• -36

• { 1 }

• { 1, 9 }

• { 9 }

• No Solution

The solution of the equation is between...

• −50 and −40

• −20 and −10

• −30 and −20

• −40 and −30

Solve by taking square roots.

2x² - 8 =100

• x = ±√54

• x = ±3√6

• x = ± 9√6

• x = ±2√27

Solve by taking the square root: (x - 2) ² = 49

• 9 or -5

• ± 9

• ± 5

• ± 7