Question

sum of all possible values of x satisfying the equation under root x+2 = 2 is​

Answer 1

ANSWER

(x2−5x+5)x2+4x−60=1

First possibility is x2+4x−60=0

x=−10,6

Seond possibility is x2−5x+5=1

x=1,4

Third Possibility

x2−5x+5=−1

x=2,3 

substitute x=3 it will give odd number in x2+4x−60

So x=2 is only acceptable.

Sum of the integers =−10+4+1+6+2=3

Answer 2

Answer:

x = 2

Step-by-step explanation:

• Given : $\sqrt{x+2} = 2$                                                                                        

• To find :  all possible values of x satisfying the equation

• solution :

                       = $\sqrt{x+2} = 2$

                       =  $x+2= 2^2$

                       =  $x+2= 4$

                        =  $x = 4-2$

                        =   $x = 2$

mark it as brainliest answer please