Solving a function by quotient rule

Jun 21st, 2015
Studypool Tutor
Central Georgia Technical College
Price: $20 USD

Tutor description

Quotient rule is part of calculus which gives students work practices.

Word Count: 153
Showing Page: 1/10
SOLUTIONS TO DIFFERENTIATION OF FUNCTIONS USING THE QUOTIENT RULE SOLUTION 1 : Differentiate . Then . SOLUTION 2 : Differentiate . Then . SOLUTION 3 : Differentiate . Then . SOLUTION 4 : Differentiate . Then (Recall the well-known trigonometry identity .) . SOLUTION 5 : Differentiate . Then . SOLUTION 6 : Differentiate . Then (Begin to simplify the final answer by getting a common denominator in the numerator.) . SOLUTION 7 : Differentiate . Then (Recall that .) (Recall that and .) (Recall that .) . SOLUTION 8 : Differentiate . Then (Factor 2x and from the numerator.) . SOLUTION 9 : Consider the function . Evaluate . Use the quotient rule to find the derivative of f . Then (Recall that and .) (Factor from the numerator.) . Finally, (Recall that and .) . SOLUTION 10 : Differentiate . Apply the quotient rule first. Then (Apply the product rule in the first part of the numerator.) (Factor from inside the brackets.) (Now factor from the numerator.) . SOLUTION 11 : Differentiate . Apply the quotient rule first. Then (Now apply the product rule in the first part of the numerator.) (Factor 2x and from inside the brackets.) (Factor , and from the numerator.) .

Review from student

Studypool Student
" This tutor is great! "
Ask your homework questions. Receive quality answers!

Type your question here (or upload an image)

1828 tutors are online

Brown University





1271 Tutors

California Institute of Technology




2131 Tutors

Carnegie Mellon University




982 Tutors

Columbia University





1256 Tutors

Dartmouth University





2113 Tutors

Emory University





2279 Tutors

Harvard University





599 Tutors

Massachusetts Institute of Technology



2319 Tutors

New York University





1645 Tutors

Notre Dam University





1911 Tutors

Oklahoma University





2122 Tutors

Pennsylvania State University





932 Tutors

Princeton University





1211 Tutors

Stanford University





983 Tutors

University of California





1282 Tutors

Oxford University





123 Tutors

Yale University





2325 Tutors