Question

5x + 2 < 9x + 1

Answer 1

have you ever touched inequalities?

Answer 2

they''re not that hard ot do

Answer 3

\[ (5x2 - 9x) - 1 = 0 \] ?

Answer 4

i need help

Answer 5

idk how this is supposed to be arranged

Answer 6

oof nevermind i was gonna make that but

Answer 7

'XD

Answer 8

How is this art?

Answer 9

i recommend first disregarding the <
and solving what x equals 5x + 2 = 9x + 1
can you tell me the steps yo do to sovle for x

Answer 10

looks like snowflake has got this im out peace

Answer 11

lol

Answer 12

well, anyways
you would solve it as
5x+2-5x=9x+1-5x
2 = 4x+1

Answer 13

so then
it would be
1=4x
then x =1/4

Answer 14

but because x is supposed to be on the right
we would keep it like that
1/4 <x

Answer 15

Ok his is simple you jus do it as a simple equation

5x + 2 < 9x + 1

First you wanna get the variable on one side so subtract either (5x) or (9x) since there both positive numbers were gonna do (5x) tho

(5x - 5x) + 2 < (9x - 5x) + 1

The (5x - 5x) cancels out and your left with (2 < (9x - 5x) + 1 and then solve the other side

2 < 4x +1

Now you wanna get the variable by itself so subtract (1) from both sides since it’s positive

2 - 1 < 4x (1 - 1)

The (1 - 1) cancels out and your left with

2 - 1 < 4x

Then simplify it

1 < 4x

Then divide (4x) from both sides

1/4 < 4x/4

The (4x/4) cancels out and your left with

1/4 < x

And since you can’t simplify no more

X = 1/4 or 1/4 < x