Arc length of the curve:
Arc length is the distance between two points along a section of a curve.
The length of the continuous function x = f(y) on the interval [a,b] is given below:
Find the derivate (dx/dy) of x = (2/3)*(y–1)3/2:
The given function is x = (2/3)*(y–1)3/2.
The derivate (dx/dy) of x = (2/3)*(y–1)3/2 is obtained as (y – 1)1/2 from the calculation given below:
Find the arc length of the curve x = (2/3)*(y–1)3/2 on the interval [16, 25]:
The derivate (dx/dy) of the continuous function is (dx/dy) = .
It is g...
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