Question

In set-builder notation, how do you write the solutions of the inequality?
3x 10 *>=* 4

A) {x|x*>=*-2}
B) {x|x*<=* 2}
C) {x|x*<=*-2}
D) {x|x*>=* 2}

Answer 1

3x 10 *>=* 4

can you clarify that?

Answer 2

*>=* is greater than or equal to

Answer 3

3x 10

what does that mean?

Answer 4

3 with the letter x , not multiply

Answer 5

what's the operation with 10 then?

Answer 6

oh whoops its 3x + 10 *>=* 4

Answer 7

\[3x+10\ge4 \]

Answer 8

correct?

Answer 9

yea

Answer 10

alright so you just solve for x here.

3x+10>=4

subtract the 10

3x>=-6

divide by and you get..?

Answer 11

1x*>=*=-3

Answer 12

-6/3=?

Answer 13

-2

Answer 14

so it should be x>=-2

Answer 15

so A ?

Answer 16

@dtan5457

Answer 17

yes