SOLUTION: what is r in the following equation:
12(4r-5r/6) + 20 = 19r - 15 + 45r/2 and how do you solve this?
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Question 30318: what is r in the following equation:
12(4r-5r/6) + 20 = 19r - 15 + 45r/2 and how do you solve this?
Answer by Cintchr(481) (Show Source): You can put this solution on YOUR website!
First distribute the 12
reduce the fraction on the left
combine like terms on the left
change the 19r to a denominator of 2
combine like terms on the right
Make ALL terms have a denom of 2
since this is an equation and all are like denoms. Drop them.
subtract 76r from both sides
add 30 to each side
divide by 7 on each side
reduce
Watch your multiplying. Doing this at 1 am you can make a silly little mistake like 12*4 = 36 and you will get a messed up answer :-P
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