Solve for x in terms of the other letters. $\frac { b - x } { b - a } - 2 = \frac { c - x } { a - c }$
A) x=2b
B) x=a
C) x=2a
D) x=c
E) x=1/2a

Name: Solve for x in terms of the other letters. $\frac { b - x } { b - a } - 2 = \frac { c - x } { a - c }$ A) x=2b B) x=a C) x=2a D) x=c E) x=1/2a
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Question

Quizplus · Accepted Answer

To solve for x, first clear the fractions by cross-multiplying: $(b-x)(a-c) = (c-x)(b-a) + 2(b-a)(a-c)$. Simplify and solve for x to find that $x = a$.

Solve for X in Terms of the Other Letters b−xb−a−2=c−xa−c\frac { b - x } { b - a } - 2 = \frac { c - x } { a - c }b−ab−x​−2=a−cc−x​

Solve for X in Terms of the Other Letters $\frac { b - x } { b - a } - 2 = \frac { c - x } { a - c }$