Question 1.
Solve the equation. The letters a, b, and c are constants.
a/x + b/x = c , c is not zero
Gracias!
Quick algebra question.... solve for x?
2009-06-09 3:29 am
回答 (5)
2009-06-09 10:57 am
a/x + b/x = c
(a + b)/x = c
a + b = cx
x = (a + b)/c
(a + b)/x = c
a + b = cx
x = (a + b)/c
2009-06-09 10:42 am
Since a and b have the same denominators( x) you can combine them
a/x+b/x = c
a+b/x = c
then multiply x to both sides to cancel out
a+b/x . x = c.x
after canceling out the x on left side u have
a+b =c.x
now you divide by c to both side to cancel out c on the right side and solve for x
a+b/c = c.x/ c
therefore a+b/ c = x
a/x+b/x = c
a+b/x = c
then multiply x to both sides to cancel out
a+b/x . x = c.x
after canceling out the x on left side u have
a+b =c.x
now you divide by c to both side to cancel out c on the right side and solve for x
a+b/c = c.x/ c
therefore a+b/ c = x
2009-06-09 10:36 am
a/x + b/x = c
x is the common denominator, so re-write as:
(a+b)/x = c, now just cross multiply to get:
x = (a+b)/c
x is the common denominator, so re-write as:
(a+b)/x = c, now just cross multiply to get:
x = (a+b)/c
2009-06-09 10:34 am
a/x + b/x = c
(a + b)/x = c
x(a + b)/x = xc
a + b = xc
(a + b)/c = x
(a + b)/x = c
x(a + b)/x = xc
a + b = xc
(a + b)/c = x
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