SOLUTION: (9v / 10) + (.0013 * v / 10) = xv Calculate x. Not sure how to solve.

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Question 1196466: (9v / 10) + (.0013 * v / 10) = xv
Calculate x.
Not sure how to solve.
Answer by Edwin McCravy(20065) About Me  (Show Source):
You can put this solution on YOUR website!

%289v%2F10%29+%2B+%28.0013%2Av%2F+10%29+=+xv

Clear fractions by multiplying every term on both sides by 10%2Fv

expr%2810%2Fv%29%289v%2F10%29+%2B+expr%2810%2Fv%29%28.0013%2Av%2F+10%29+=expr%2810%2Fv%29xv

Cancel 10's and v's on the left and the v's on the right




9%2B.0013=10x

Add the numbers on the left

9.0013=10x

Divide both sides by 10

9.0013%2F10=10x%2F10

Divide on the left, cancel the 10's on the right:

0.90013+=cross%2810%29x%2Fcross%2810%29

0.90013=x

Edwin