Question

6>or equal to 1/4(3+x)

Answer 1

is it
\[6 \ge \frac{3+x}{4}\] ?

Answer 2

no...

Answer 3

its a quarter

Answer 4

lemme rewrite it

Answer 5

what you want for answer?

Answer 6

solve for x??

Answer 7

\[6\ge 1/4 \left( 3+x \right)\]

Answer 8

ok

Answer 9

and yes solve for x

Answer 10

bill96:its the same as i wrote!

Answer 11

no the 1/4 is a fraction, the (3+x) is a separate equation multiplied by 1/4

Answer 12

\[\frac{1}{4}\cdot(3+x)=\frac{3+x}{4}\]

Answer 13

......no....

Answer 14

ok one second

Answer 15

how do you use that freakin equation button, its so damn complicated

Answer 16

\[6\ge1/4 (3+x)\]

Answer 17

i know, its complicated..

Answer 18

ok the 3+x IS NOT IN THE DENOMINATOR

Answer 19

x=(-∞,21] is this the type of answer you lookin for??

Answer 20

so,u have
\[6\geq\frac{3+x}{4}\implies24\geq(3+x)\implies x\leq21\]

Answer 21

if its not, im probably over thinking this..

Answer 22

NO NO NO omg...the 3+x is not in the fraction at ALL...

Answer 23

its in parentheses after the fraction, which is 1 over 4

Answer 24

bill96: u have \[\frac{1}{4}(3+x)=\frac{3+x}{4}\]

Answer 25

THAT's what it is.

Answer 26

ok..bill
the answer is THIS:
\[6\geq\frac{1}{4}(3+x)\implies24\geq(3+x)\implies x\leq21\]

Answer 27

Ok, thanks.

Answer 28

ya my answer was to complicated xD