What is the solution to 2⋅|x-3|-4<10?

a.) - 4 b.) x10

c.) x<-4orx<10

d.) - 10

Question

Gideon Benton

Mathematics

11 June, 11:52

What is the solution to 2⋅|x-3|-4<10?

a.) - 4 b.) x10

c.) x<-4orx<10

d.) - 10

+1

Answers (1)

Know the Answer?

Isai Lindsey · Answer 1

2 * |x - 3| - 4 < 10

The absolute value bars have to be isolated before setting up for solving.

Add 4 to both sides.

2 * |x - 3| < 14

Divide both sides by 2

|x - 3| < 7

Now set up the 2 cases. X will be in the center and we will work from the center, left and right.

-7 < x - 3 < 7

Add 3 to the left, center, and right

-4 < x < 10

I don't see this answer. Are you sure that is supposed to be a multiplication between the 2 and absolute value bar?

What is the solution to 2⋅|x-3|-4<10?a.) - 4 b.) x10c.) x<-4orx<10d.) - 10

What is the solution to 2⋅|x-3|-4<10?

a.) - 4 b.) x10

c.) x<-4orx<10

d.) - 10