Q 20.
Question
Find the derivatives of each of the functions in excercises
Step-by-Step Solution
Verified Answer
a
1a
a
2Step 2: Identify the differentiation rules needed
Examine the function to determine which differentiation rules apply: power rule, product rule, quotient rule, chain rule, or special function derivatives.
3Step 3: Apply the differentiation rules
Differentiate each term of the function systematically, applying the chain rule for composite functions.
4Step 4: Simplify the derivative
Combine like terms, factor where appropriate, and write the derivative in its simplest form.
5Step 5: State the final answer
Write the final derivative clearly.
Other exercises in this chapter
Q 18.
Find the derivatives of the functions: f(x)=log2(3x2-5)
View solution Q 19.
Find the derivatives of the functions: f(x)=3x2e-4x
View solution Q 20.
Find the derivatives of the functions: f(x)=e3xln (x2+1)
View solution Q 21.
Find the derivatives of the functions: f(x)=1-xex
View solution