Question

-4(x+2)>3x+20 solve the write as interval. I need help writing this in interval

Answer 1

\[-4x-8>3x+20\]
\[12>7x\]
\[\frac{12}{7}>x\]
\[(-\infty, \frac{12}{7})\]

Answer 2

okay thanks. for some reason i got -4>x

Answer 3

-8 -20 = 12?

Answer 4

-4 > x is correct

Answer 5

it is lol okay thanks

Answer 6

if we spin that about so that the arrow head is pointing in the lesser direction:

x < -4 is an easier view of it

Answer 7

if i write it in interval would i get -infinite, -4?

Answer 8

(-inf, -4) would be the interval notation

Answer 9

thanks

Answer 10

consider the [ ] to be equal signs connectd by a bar

Answer 11

that way when something is "or equal to" you know what to use an equal sign connected with a bar

Answer 12

okay

Answer 13

lol, it just helps me remember the notation :)

Answer 14

good way to do things

Answer 15

oops
smote by arithmetic again