Question

I'll fan and errthang for some help here:

Solve the inequality. 3 + |t + 4| < 10

Answer 1

Get the abs value alone first, like the last one.

Answer 2

Haha i'm from southside Chi town originally.

Answer 3

..what?

Answer 4

3 + |t + 4| < 10

How can you get it by itself?

Answer 5

No, i meant @ levi ._.

Answer 6

@Levi565 so how does a color talk?

Answer 7

I was only joking, not intending to offend anyone

Answer 8

I know haha

Answer 9

So I need some real help here can anyone help me with this?

Answer 10

@agent0smith helped you...

Answer 11

I suppose.

Answer 12

A.
–3 < t < 11

B.
–11 < t < 3

C.
t < 3 and t > 11

D.
t > 3 or t < –11

Answer 13

3 + |t + 4| < 10

How did you get the abs value by itself last time? The very first question in your last question you posted.

Answer 14

Subtract to get the absolute then, replace the answer with a negative to get another solution

Answer 15

I need someone who speaks english to help me...

Answer 16

Yup you're definitely "sassy black lady"

Answer 17

3 + |t + 4| < 10

subtract 3 on both sides, to get the abs value by itself

Answer 18

That's me!

Answer 19

Yesh it is..

Answer 20

But sassyness ain't finna help me learn this crap so...

Answer 21

^ ( ._.)

I'll translate "english" to "dummies":

Subtract. 3 From. Both sides.

Go on from that

Answer 22

So the right side is 7

Answer 23

What is the left?

Answer 24

\[\Large 3 + |t + 4| < 10\]we subtract 3 on both sides like so
\[\Large 3 - 3 + |t + 4| < 10 - 3\]Now what do we have? 7 is on the right side, yes.

Answer 25

\[|t+4|<7 ?\]

Answer 26

Exactly.

From here it's almost exactly the same as how you solved |n+2|≤1 in the last question. Try it the same way.

Answer 27

okay so next step?

Answer 28

If \[\Large \left| something\right| < number\]then \[\Large - number < something < number\]
and you have \[\Large |t+4|<7 ?\]

Answer 29

Yesh.

Answer 30

So all you have to do is identify what that "something" is and what the "number" is.

Answer 31

\[\Large \left| something\right| < number \] \[\Large |t+4|<7 \]

Answer 32

A.
–3 < t < 11

B.
–11 < t < 3

C.
t < 3 and t > 11

D.
t > 3 or t < –11

Answer 33

I see what you're saying kinda...

Answer 34

\[\Large \left| something\right| < number \] \[\Large |t+4|<7\]
Identify what your something is and what your number is. Then,
\[\Large - number < something < number\]

Answer 35

so \[-7<|t+4|<7\]

Answer 36

With one small change, look at the something in the first and last line. No | | signs.

Answer 37

Ahhh okay so\[-7<t+4<7\]

Answer 38

Now there's only one more step, getting rid of that +4.

Which means you need to subtract 4 everywhere - on the left, middle, and right side

Answer 39

Okay so: