B. Find L{f (t)} using the appropriate formula. Note: a, b, and n are constants. 1. f(1)=(r* -3)' 2. f(1)= cos 3t –- π Hint: Sum and Difference Identities 2 at-2bt 3. f(t) = e"-2o Hint: Laws of Exponents 4. f(1) = 2 sinh (-41) Hint: Definition of hyperbolic sine function 5. f(t)=t cos 2t cos 5t Hint: Product to Sum Identities

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter4: Calculating The Derivative
Section4.2: Derivatives Of Products And Quotients
Problem 37E
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PLEASE ANSWER THE NUMBER 3. (ONLY)

B. Find Lf (t)} using the appropriate formula. Note: a, b, and n are constants.
1. f(1)=(r -3)
2. f(1)= cos 3t -
π
Hint: Sum and Difference Identities
2
%3D
at-2bt
3. f(t) = e"-201 Hint: Laws of Exponents
4. f(1) = 2 sinh (-41) Hint: Definition of hyperbolic sine function
5. f(1) =t cos 2t cos 51 Hint: Product to Sum ldentities
Transcribed Image Text:B. Find Lf (t)} using the appropriate formula. Note: a, b, and n are constants. 1. f(1)=(r -3) 2. f(1)= cos 3t - π Hint: Sum and Difference Identities 2 %3D at-2bt 3. f(t) = e"-201 Hint: Laws of Exponents 4. f(1) = 2 sinh (-41) Hint: Definition of hyperbolic sine function 5. f(1) =t cos 2t cos 51 Hint: Product to Sum ldentities
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