Three fractions x, y and z are such that x > y > z. When the smallest of them is divided by the greatest, the result is \frac{9}{16}, which exceeds y by 0.0625. If x + y + z = 2\frac{3}{12}, then what is the value of x + z?

SSC CGL Tier II Quant 29 Jan 2022 Paper

Question : 83 of 100

Marks: +1, -0

Three fractions x, y and z are such that x > y > z. When the smallest of them is divided by the greatest, the result is

\;{9}/{16}

, which exceeds y by 0.0625. If x + y + z =

2\;{3}/{12}

, then what is the value of x + z?

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