Question

Find the value of (x+y) ÷ (x-y), if x= 5
4
and y= −1
3
-

Answer 1

Given data in the questions are,

$x=54$

$y=-13$

We have to find ,$(x+y)$+$(x-y)$

putting the value of $x=54$ and $y=-13$ in the expression

$(x+y)$÷$(x-y)=$$[54+(-13)]$÷$[54-(-13)]$

adding $54$ with $-13$ , but one plus and one minus ,we get $41$ and

subtracting $-13$ from $54$, we get $67$

Dividing $41$ by $67$ we get, $\frac{41}{67}$

Therefore, $\frac{41}{67}$ is a required answer.