If x, y, z are in AP, then (x + 2y – z) (x + 2 – y)
(2 + 2y – x) is equal to​

If x, y, z are in AP, then (x + 2y – z) (x + 2 – y)
(2 + 2y – x) is equal to​

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2 thoughts on “If x, y, z are in AP, then (x + 2y – z) (x + 2 – y)<br />(2 + 2y – x) is equal to​”

  1. Step-by-step explanation:

    Work is said to be done when a force applied on the body displaces the body through a certain distance in the direction of force. By resolving force →F into two components : (i) F cosθ in the direction of displacement of the body. (ii) F sinθ in the perpendicular direction of displacement of the body.

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