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Yuliya22 [10]
3 years ago
6

-30+2r=4(4r-4) How do you work this problem out

Mathematics
2 answers:
Ipatiy [6.2K]3 years ago
7 0
Ok so you got -30+2r=4(4r-4)
You distribute and get -30+2r=16r-16
Then you subtract 16r on both sides to get -30-14r=-16, then you add 30 on both sides and get -14r=14 then divide both sides by -14 to get r by itself, so the answer is r=-1
IRISSAK [1]3 years ago
6 0
<h3>Hey there! </h3><h3>First, you have to DISTRIBUTE </h3><h3>-30+2r =4(4r) + 4(-4)</h3><h3>4(4r)= 16r</h3><h3>4(-4) = -16</h3><h3>Your problem becomes: -30 + 2r = 16r +(-16)</h3><h3>A NEGATIVE and a POSITIVE  becomes a NEGATIVE </h3><h3>So, this makes your problem become this ↓</h3><h3>2r - 30 = 16r - 16</h3><h3>Secondly, we have to SUBTRACT by 16r on YOUR SIDES2r-30-16r = 16r -  16 - 16r</h3><h3>We GET: (-14r) - 30 = -16</h3><h3>Thirdly, we have to ADD by 30 on EACH OF YOUR SIDES</h3><h3>-14r - 30 +30 = -16 + 30</h3><h3>-14r = 14</h3><h3>CANCEL OUT: -30 + 30 because it gives you a outcome of 0</h3><h3>KEEP: -16 + 30</h3><h3>Because it helps us solve for our ANSWER (almost!) </h3><h3>-16 + 30 = 14</h3><h3>Fourthly, we have to DIVIDE by -14 on each of YOUR SIDES </h3><h3>\frac{-14r}{-14}=\frac{14}{-14}</h3><h3>CANCEL OUT: \frac{-14r}{14} because it gives you a value of a +1</h3><h3>KEEP: \frac{14}{-14} because it gives you a result of -1</h3><h3>ANSWER: r = -1</h3><h3>Good luck on your assignment and enjoy your day! </h3><h3>~LoveYourselfFirst:)</h3>
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