Register
Calculate dy/dx if Ln (x + y) = ex/y
177k views
3 votes
Calculate dy/dx if Ln (x + y) = ex/y

User JMat
by
6.3k points

1 Answer

2 votes
Assuming that the given expression is
ln(x+y)= e^(x/y)

You calculate dy / dx = y' as:

1
-------. y' = e^(x/y) * (-x/y^2)
x + y

=> y' = e^(x/y) * (-x/y^2) * (x + y).

Answer dy / dx = - e^(x/y) (x/y^2) (x+y)




User Mdivk
by
6.7k points
Ask a Question
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.

6.8m questions

9.1m answers

Other Questions

What is the least common denominator of the four fractions 20 7/10 20 3/4 18 9/10 20 18/25
A pair of dice is rolled, and the number that appears uppermost on each die is observed. Refer to this experiment and find the probability of the given event. (Enter your answer as a fraction.) One die
3/4x+5/6=5x-125/3 solve for x
Paul bought a student discount card for the bus. The card allows him to buy daily bus passes for $1.60. After one month, Paul bought 23 passes and spent a total of $45.80. How much did he spend on the
What is 0.12 expressed as a fraction in simplest form
Link Copied!