Question

Find the solution to the following equation.
@rational

Answer 1

\[\sqrt{x+2}=\sqrt{x+3}\]

Answer 2

Which of the following statements is true?


Select one:


a. No solution

b. There will be 2 finite answers

c. The only answer is zero

d. There will be 1 finite answer

Answer 3

square both sides

Answer 4

so which one are we looking at

Answer 5

square both sides of your given equation

Answer 6

what will it look like after I do that because I don't know if ill meess up

Answer 7

do it first

Answer 8

then we can wry about messing up

Answer 9

idk how

Answer 10

\[\large \sqrt{x+2}=\sqrt{x+3}\]

Answer 11

square both sides

Answer 12

\[\large \sqrt{x+2}~^2=\sqrt{x+3}~^2\]

Answer 13

the square and radical eat each other out giving you

\[\large x+2 = x+3\]

Answer 14

subtract x both sides :

\[\large 2 = 3\]

Answer 15

Is 2 = 3 ?

Answer 16

so we are lookinga at A and B correct