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Year

CAT 2023

Section

Quantitative

Topic

Progression

Difficulty

Hard

Question

Slot-1

For some positive and distinct real numbers x,yx, y and zz , if 1y+z\frac{1}{\sqrt{y}+\sqrt{z}} is the arithmetic mean of 1x+z\frac{1}{\sqrt{x}+\sqrt{z}} and 1x+y\frac{1}{\sqrt{x}+\sqrt{y}} , then the relationship which will always hold true, is

x,y\sqrt{x}, \sqrt{y} and z\sqrt{z} are in arithmetic progression

x,z\sqrt{x}, \sqrt{z} and y\sqrt{y} are in arithmetic progression

y,xy, x and zz are in arithmetic progression

x,yx, y and zz are in arithmetic progression

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