If a-xpx-a-yqy-a-zrz and p-q-r be in A-P- then x-y-z are in

The correct option is A A.P. a x px = a y qy = a z rz #160; and p,q,r are in A.PBy solving the equation x+z 2 =y x+z=2y ther ...

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Sum of n Terms

If a-xpx=a-...

Question

If $\frac{a - x}{p x} = \frac{a - y}{q y} = \frac{a - z}{r z}$ and $p, q, r$ be in $A . P$ . then $x, y, z$ are in

A . P .

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G . P .

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H . P .

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A . G . P .

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Similar questions

\frac{a - x}{p x} = \frac{a - y}{q y} = \frac{a - z}{r z}

\frac{a - x}{p x} = \frac{a - y}{q y} = \frac{a - z}{r z}

\frac{a - x}{p x} = \frac{a - y}{q y} = \frac{a - z}{r z}

For some $α ϵ R,$ if $\frac{α - x}{p x} = \frac{α - y}{q y} = \frac{α - z}{r z}$ and p,q,r are in A.P., then

a (a \neq 0)

\frac{a - x}{p x} = \frac{a - y}{q y} = \frac{a - z}{r z}

b, q, r

\frac{1}{x}, \frac{1}{y}, \frac{1}{z}

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