Practicing Success
If a + b = 2c, then the value of $\frac{a}{a-c} +\frac{c}{b-c}$ is : |
$\frac{1}{2}$ 1 0 -1 |
1 |
Given, a + b = 2c = a + b = c + c = a - c = c - b $\frac{a}{a-c} +\frac{c}{b-c}$ = $\frac{a}{a - c} +\frac{c}{- (a - c)}$ $\frac{a}{a-c} +\frac{c}{b-c}$= $\frac{a - c}{a - c}$ = 1 |