Question

Which of the following are the solutions to the equation below? Check all that apply.
x^2+10x+25=8

Answer 1

A.\[x=-\sqrt{17}-10\]

Answer 2

B.\[x=8+\sqrt{5}\]

Answer 3

that it?

Answer 4

C.\[x=\frac{ -\sqrt{17} }{ 10 }\]

Answer 5

So we have to check the solution over here!
So try to substitute all the X values given in the quadratic equation and see
if
LHS = RHS
And the one where IT IS? [that OPTION IN CORRECT THEN] :D
Understood? :)

Answer 6

D.\[x=8-\sqrt{5}\]

Answer 7

E.\[x=2\sqrt{2}-5\]

Answer 8

are there more options?

Answer 9

F.\[x=-2\sqrt{2}-5\]

Answer 10

I MENT ITS E.

Answer 11

What do you think? Did you solve it yet?

Answer 12

so what are the solutions buddies

Answer 13

inbox. Also, @sammaraq60 it is more than one answer...

Answer 14

its E and F

Answer 15

YUP!

Answer 16

don't forget the plus or minus..