Question

When solving a radical equation, John and Tim came to two different conclusions. John found a solution, while Tim's solution did not work in the equation.

Create and justify two situations: one situation where John is correct and a separate situation where Tim is correct.

Answer 1

I dont understand what the question is asking... that's all

Answer 2

can anyone help me???

Answer 3

@robtobey

Answer 4

@jhonyy9

Answer 5

I will medal/fan anyone who answers

Answer 6

@hba (Ambassador)

Answer 7

@tdjones1978

Answer 8

Looks incomplete to me.

Answer 9

can you be more specific on that?

Answer 10

@sourwing

Answer 11

ANYONE PLEASE!!?!?!?!?!?!?!?!!?!?!?!!?

Answer 12

@hba what did you mean by incomplete?

Answer 13

The question is incomplete :)

Answer 14

ok

try this for example


xsqrt3 +1 = 4

xsqrt3 = 3

x = 3/sqrt3 = (3sqrt3) / 3 = sqrt3

x = sqrt3 so can being the first fase when John get x = sqrt3 like solution what than you check it work sure

and for Tim"s solution you can calculi in different way how you will get different solution like sqrt 3 and what mean that is wrong

can you doing it ?