Question

Modulus

Answer 1

If the product of all the sollutions of the equation

\[(x-2)^{2} -3\left| x-2 \right| +2 = 0 \] is

Answer 2

You have to find the product of all the solutions of the equation, or is it given to you?

Answer 3

Sorry i made a typo if is not there

Answer 4

WE have to find the product

Answer 5

say \(\large t = |x-2|\)

the equation becomes
\(\large t^2-3t+2 = 0\)

Answer 6

x^2 -4x +4 -3x +6 +2 =0

x^2-7x +12 =0

(x-3(x-4)
x=3 or 4

Answer 7

x^2 - Sx + P = 0

Answer 8

Okay we can solve that way too fine

Answer 9

(t-1)(t-2)

Answer 10

t =1 or t =2

Answer 11

t^2 - 3t + 2 = 0

Product of solutions is "2"

Answer 12

thats not the end

Answer 13

it is 0

Answer 14

|x-2| = 1

|x-2| = 2

Answer 15

|x-2| = 2 gives one root as 0
so the product of roots will be 0 as you said

Answer 16

ty

Answer 17

yw