Derivatives of multiple functions

Reference no: EM13127780

Find the derivatives of the following functions (Do not simplify):

a) f(x) = 20x^(11/5) - 13x^(5/4) - 4x(-7/2)

b) g(x) = (3x^9 - 30x^4 + 2e^x)(x^7 - x +4x^-1)

Reference no: EM13127780

Questions Cloud

Find probability that there is no napkin included in order : One of the statistics collected is the porportion of time employees forget to include a napkin in the bag. What is the probability that there is no napkin included for a given order?

Fraternities and sororities : Write a research paper on the pros and cons of fraternities and sororities. It must be divided into four sections: definition, history/cause, evaluation and opinion/resolution. I need help deciding what to discuss under the definition section.

Capital budgeting method problem : The capital budgeting method that divides a project's annual incremental net operating income by the initial investment is the:

Emma''s behaviour in jane austen''s time marriage : In Jane Austen's time marriage was the only way in which a woman could escape poverty. But in Emma's attempts to guide her friends' marriage plans, things invariably went awry. What did Emma do wrong? What other reasons could be used to explain those..

Derivatives of multiple functions : Find the derivatives of the following functions (Do not simplify): f(x) = 20x^(11/5) - 13x^(5/4) - 4x(-7/2)

Describe why granulated activated charcoal : explain why granulated activated charcoal is considered to be the best available treatment technology for dioxins in water.

What is the standard enthalpy of vaporization : The vapor pressure of chlorine dioxide (ClO2) is 155 Torr at 22.75 C and 485 Torrat 0C. what is the standard enthalpy of vaporization?

Proof differentiation of functions : Let n be a natural number, and let f: R-->R be the function f(x) :=x^n. Show that f is differentiable on R and f '(x)=nx^n-1 for all x belonging to R

Probability that each four players is dealt exactly one ace : You read in a book about bridge that the probability that each of the four players is dealt exactly one ace is about 0.11. This means that in every 100 bridge deals each player has one ace exactly 11 times.

User Account

All Pages