Question

Which of the following is a solution to √x-4+9=6 this would be -7 right thanks btw.

Answer 1

\[\sqrt{x-4}+9=6\]

Answer 2

Is that the problem?

Answer 3

yes sir.

Answer 4

Did you subtract 9 from both sides?

Answer 5

\[\sqrt{x-4}=-3\]

Answer 6

then +4

Answer 7

it would just be 1

Answer 8

x=1

Answer 9

\[\sqrt{x+4}=-3\]

Answer 10

oh -7.

Answer 11

Are you aware that this symbol:
\[\sqrt{}\]

Answer 12

what does that mean then?

Answer 13

means the POSITIVE square root?

Answer 14

it is 1 then.

Answer 15

So you have a statement that says that the POSITIVE square root is equal to NEGATIVE 3.

Answer 16

Can a positive number be equal to a negative number?

Answer 17

no.

Answer 18

Then what would your conclusion be?

Answer 19

its -3

Answer 20

Look at me: Can a positive number equal a negative number?

Answer 21

no

Answer 22

Supposing I say to you: Find a positive number x such that x = -9. What would you say.

Answer 23

9.

Answer 24

Ok. Let me tell you what you should say. You should say, "There is no such number because a positive number cannot equal a negative number."

Answer 25

THE ANSWER IS 1.

Answer 26

So let me get this straight:

Answer 27

I dont have all day i wanna go to bed hurry up. Whats the answer.

Answer 28

\[\sqrt{1-4}+9=6\]

Answer 29

THE ANSWER IS 13.

Answer 30

The answer is no solution. And stop with the foul language.

Answer 31

oh really because there is no option that says no solution.

Answer 32

What is so hard to understand that there is no number that makes the sentence true.

Answer 33

Then you haven't posted the problem correctly.

Answer 34

x = -3
x = -7
x = 1
x = 13

Answer 35

go to the top read what I posted there is not a 1 for x.

Answer 36

its