y = ln(5x). For ,

Question

y = ln(5x). For  ,

Quizplus · Accepted Answer

y = ln(5x)
Using the chain rule, we can get the derivative of y with respect to x as:
y' = 1/(5x) * 5 = 1/x
So, we need to find the value of y' at x=11ead0bc_8d5b_bcc8_99a0_8d69cb3e9559_TB6988_11 and x=11ead0bc_8d5b_bcc9_99a0_4b713ce525b3_TB6988_11.
Substituting x=11ead0bc_8d5b_bcc8_99a0_8d69cb3e9559_TB6988_11, we get:
y' = 1/(11ead0bc_8d5b_bcc8_99a0_8d69cb3e9559_TB6988_11) = 11ead0bc_8d5b_e3dc_99a0_014da91184b5_TB6988_11
Substituting x=11ead0bc_8d5b_bcc9_99a0_4b713ce525b3_TB6988_11, we get:
y' = 1/(11ead0bc_8d5b_bcc9_99a0_4b713ce525b3_TB6988_11) = 11ead0bc_8d5b_e3da_99a0_41da883d389b_TB6988_11
Therefore, the answer is C.

Y = Ln(5x). for