Let P be any real number and h be the step size of any interval. Then the relation between h and P for the backward difference is given by
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Let P be any real number and h be the step size of any interval. Then the relation between h and P for the backward difference is given by
Answer
x-x, = Ph
x- x, = P
x + x, = Ph
(x - x,)h= P@zaasmi said in Let P be any real number and h be the step size of any interval. Then the relation between h and P for the backward difference is given by:
Let P be any real number and h be the step size of any interval. Then the relation between h and P for the backward difference is given by
Answer
x-x, = Ph
x- x, = P
x + x, = Ph
(x - x,)h= PIn the context of backward difference, the relationship between the step size h  and the point P can be expressed as:
x - x_n = Ph

Thus, the correct answer is x - x_n = Ph.
This expression indicates that the difference between a point  and a previous point x_n  can be represented as a multiple of the step size h .
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