Question

Solve.

0.9x +2 <= 1.3 - 3
Solution is an ordered pair.

Answer 1

\[\Huge \begin{array}l\color{red}{\text{H}}\color{orange}{\text{E}}\color{#9c9a2e}{\text{Y}}\color{green}{\text{Y}}\color{blue}{\text{Y}}\color{purple}{\text{Y}}\color{purple}{\text{Y}}\color{red}{\text{Y}}\color{orange}{\text{Y}}\color{#9c9a2e}{\text{Y}}\color{green}{\text{Y}}\color{blue}{\text{Y}}\color{purple}{\text{Y}}\color{purple}{\text{Y}}\color{red}{\text{Y}}\color{orange}{\text{Y}}\color{#9c9a2e}{\text{!}}\color{green}{\text{}}\end{array}\]

Answer 2

HIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIII

Answer 3

Hi JT

Answer 4

something is missing.

Answer 5

Hello

0.9x+2<=1.3-3 ... Start with the given inequality.



10(0.9x+2)<=10(1.3-3) ... Multiply both sides by 10 to clear out the decimals.



9x+20<=13-30 ... Distribute and multiply.



9x+20<=-17 ... Combine like terms on the right side.



9x<=-17-20 ... Subtract 20 from both sides.



9x<=-37 ... Combine like terms on the right side.



x<=-37/9 ... Divide both sides by 9 to isolate x.


So the solution in interval notation is \[\large (-\infty,-\frac{37}{9}]\]

Answer 6

i think x is missing on the right side.

Answer 7

0.9x + 2 <= 1.3x - 3

Answer 8

i knew it.

Answer 9

LOL.

Answer 10

LOL

Answer 11

I am not perfect guys.

Answer 12

0.9x+2<=1.3x-3 ... Start with the given inequality.



10(0.9x+2)<=10(1.3x-3) ... Multiply both sides by 10 to clear out the decimals.



9x+20<=13x-30 ... Distribute and multiply.



9x<=13x-30-20 ... Subtract 20 from both sides.



9x-13x<=-30-20 ... Subtract 13x from both sides.



-4x<=-30-20 ... Combine like terms on the left side.



-4x<=-50 ... Combine like terms on the right side.



x>=(-50)/(-4) ... Divide both sides by -4 to isolate x. note: Remember, the inequality sign flips when we divide both sides by a negative number.



x>=25/2 ... Reduce.

Answer 13

So the answer in interval notation is \[\large [\frac{25}{2},\infty)\]

Answer 14

This is and ordered pair.

Answer 15

He got that right!

Answer 16

What are those little tiny o's?

Answer 17

that's the infinity symbol

Answer 18

are you sure that an ordered pair is expected? Or might there be another typo somewhere?

Answer 19

LOL.

Answer 20

The tiny oo's are not an option

Answer 21

\[\Huge \infty\]

Answer 22

Let me do this again.

Answer 23

0.9x + 2 <= 1.3 - 3

Answer 24

Hello?

Answer 25

is that right?

Answer 26

Jim? He only confused me/

Answer 27

Oh, I have to go take a brake. brb

Answer 28

sry about that

Answer 29

usually when they want "ordered pairs" as answers, it's for systems and not single inequalities like this

Answer 30

If you can, post a screenshot of the exact problem so we can see exactly what it says.

Answer 31

I am using 2 computers

Answer 32

o.O

Answer 33

a pc and a macbook

Answer 34

sooo.. where are u stuck?

Answer 35

sk....I need to talk to you privately

Answer 36

There?