Question

please HELP SHOW ALL STEPS

Answer 1

\[32-5n \ge7-5(n-5)\]

Answer 2

I'll do an example for you:

\(-x+23<2-2(x-8)\)

Distribute the -2

\(-x+23<2-2x+16\)

Simplify the right hand side

\(-x+23<-2x+18\)

Add 2x on both sides

\(-x+23 + 2x<-2x+18 + 2x\)

\(x + 23 < 18\)

Subtract 23 on both sides

\(x + 23 -23 < 18 - 23\)

\(x < 18 - 23\)

\(x < -5\)

Answer 3

Now, it's almost like the inequality is an equal sign. The only difference is:

When you divide by a negative number, you will have to flip the sign.

So can you do the question on your own now?

Answer 4

@okdutchman7

Answer 5

32−5n≥7−5(n−5)

Answer 6

@onnnnnyyy what dont' you understand >.>
@TheSmartOne explained it al

Answer 7

@okdutchman7 please explain

Answer 8

that's not my question he just did an example...

Answer 9

\[32-5n \ge 7-5n+25\]

Answer 10

\[32 - 5n \ge 32 - 5n\]

Answer 11

\[32 \ge 32\]

Answer 12

So they are equal to each other.

Answer 13

What do you need to find?

Answer 14

OpenStudy is for help not doing your homework for you so if that didn't help you're on your own.

Answer 15

32−5n≥7−5(n−5)
simplify both sides of the inequality.
−5n+32≥−5n+32
then sdd 5n to both sides liek this −5n+32+5n≥−5n+32+5n
32≥32
then from here you subtract 32 from both sides.
32−32≥32−32
0≥0
@onnnnnyyy do you understand?

Answer 16

I don't think that's right cause its not on the number line

Answer 17

@onnnnnyyy

We don't give you the answers on OpenStudy. We're here to GUIDE you, not GIVE you the answer.