Will anybody teach me Direct or inverse variations ?
@ParthKohli
Seriously? What don't you know about them? A direct variation will be of the form \[y = kx^n, n>0\] Indirect or inverse variation will be of the form \[y=kx^n, n<0\] Some examples from the real world: The force returning a spring to its neutral position is proportional to the displacement (if we stay within the linear region), so it is direct variation: F = -kx (Hooke's Law) The "inverse square law" which characterizes things like the intensity of light from a point source, or the gravitational attraction between two bodies is of the general form: \[F = \frac{k}{x^2}\] So it is indirect variation with the square of the distance.
its easy, direct variation mean all values of y/x is constant. y/x = k ---> y=kx inverse variation mean all values of yx is constant. yx = k ---->y=k/x
ThaNX A LOT BOTH OF U FOR UR HELP :)
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