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Geometry problems Use a table of integrals to solve the
Chapter 7, Problem 33E(choose chapter or problem)
Geometry problems Use a table of integrals to solve the following problems.
Find the length of the curve \(y=x^{2} / 4\) on the interval [0,8].
Questions & Answers
QUESTION:
Geometry problems Use a table of integrals to solve the following problems.
Find the length of the curve \(y=x^{2} / 4\) on the interval [0,8].
ANSWER:Problem 33E
Geometry problems Use a table of integrals to solve the following problems.
Find the length of the curve y= on the interval [0,8].
Answer;
Step 1;
If is a continuous on [a,b] , then the length of the curve y = f(x) , a is
L = dx.
If we use Leibniz notation for derivatives , we can write the arc length formula as follows:
L = dx.