How do you solve $- 7 + 2 w > 3$ $-7+2w>3$ and $- 28 > 3 w + 1$ $-28>3w+1$ ?

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Answer 1 · 2017-04-08T02:45:15

first answer is $w > 5$ $w>5$
second answer is $w < - \frac{29}{3}$ $w<-29/3$

$- 7 + 2 w > 3$ $-7+2w>3" "$ plus 7 on both sides

$2 w > 10$ $2w>10$

divide by $2$ $2$

$w > 5$ $w>5$

$- 28 > 3 w + 1 minus 1 on both sides$ $-28>3w+1" minus 1 on both sides"$

$- 29 > 3 w$ $-29>3w$

divide by $3$ $3$

$- \frac{29}{3} > w$ $-29/3>w$ or $w < - \frac{29}{3}$ $w<-29/3$

How do you solve −7+2w>3-7+2w>3 and −28>3w+1-28>3w+1?