Question 1

A basic strategy for solving radical equations is to isolate the radical term first, and then raise both sides of the equation to a power to remove the radical, what is this method called?

Accepted Answer

Squaring Both Sides

Answer

Using Radical Equation

Answer

Extraneous Solutions

Question 2

Which of the following are not a radical equation?

Accepted Answer

2x+9 = 25

Answer

√(2x−5) = 1 + √(x−1)

Answer

√(2x+9) = 5

Question 3

You can use different methods in solving radical equations

Accepted Answer

Strongly Agree

Question 4

Which of the following is an example of radical equation?

Accepted Answer

https://uploads.quizalize.com/17c36ac5-95eb-4e27-90f8-add1b1d0dd6a/question/b16e0b270dc04e62b8e8de3db852b5a4c636a1c9.jpg

Answer

https://uploads.quizalize.com/17c36ac5-95eb-4e27-90f8-add1b1d0dd6a/question/514dffb61ed4abc4451727e130af140be5b51b44.jpg

Answer

https://uploads.quizalize.com/17c36ac5-95eb-4e27-90f8-add1b1d0dd6a/question/4900fffddf357daa673781c7d5dfb2de228a5578.jpg

Answer

https://uploads.quizalize.com/17c36ac5-95eb-4e27-90f8-add1b1d0dd6a/question/ae157eef33a131669a5403f52e4a71377c24982e.png

Question 5

Solve the equation using squaring both sides to get the answer.

Accepted Answer

x= 5/3  or x = –5

Answer

x= -5/3  or x = 5

Answer

x= -5 or x= -1/2

Answer

x= 5 or x= 1/2

Question 6

An equation in which the variable appears under a radical sign is:

Accepted Answer

Radical Equation

Question 7

Arrange the following steps in solving the radical equation by squaring both sides.

Accepted Answer

Isolate the radical expression,Square both sides of the equation,Once the radical is removed now solve for the unknown,Check all answers

Question 8

True or False: The solution of x^1/2 = 7 is 49?

Accepted Answer

true

Answer

false

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