Question

Solve:

Answer 1

\[2x + 3 > x -1\]

Answer 2

1) subtract \(x\) from both sides
2) subtract 3 from both sides

Answer 3

@misty1212

Answer 4

@TheSmartOne

Answer 5

@Squirrels

Answer 6

see take the variable "x" on one side and constant on other side of inequality sign
\[its~like~ x > -4\]

Answer 7

can you write it out for me?

Answer 8

@rishavraj

Answer 9

don't we -3 first?

Answer 10

\[2x - x > -1 - 3\]

Answer 11

I'm confused about why we don't subtract 3 from both sides, first?

Answer 12

\(\sf 2x + 3 > x -1\)

\(\sf 2x + 3 -3> x -1 -3\)

Answer 13

u can even do tht ...u will get same thing .....
\[2x + 3 - 3> x -1 -3\]

Answer 14

They basically skipped a step.

Answer 15

Oh okay. So now what?

Answer 16

wht u got????

Answer 17

\[2x > x -\]

Answer 18

oops

Answer 19

\[2x > x - 1 - 3\]

Answer 20

which means
\[2x > x -4 \]
now subtract "x" on both sides....

Answer 21

\[2 \]

Answer 22

OMG hold on

Answer 23

\[ 2 > -4]

Answer 24

is that right?

Answer 25

nah its
\[x > -4 \]

2x -x = x .......:)