# What is the function derivative?

Let’s learn what is the function derivative. The most accurate or helpful solution is served by Yahoo! Answers.

There are ten answers to this question.

Best solution

f(t) = 9 ^ ( t^4)   or   f(t) = (9^t)&#...

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If you know that a function f(x) is positive everywhere, what can you conclude from that about the derivative?

If you know that a function f(x) is positive everywhere, what can you conclude from that about the derivative f’(x)?: a) the derivative is positive everywhere b) the derivative is increasing everywhere c) the derivative is concave upward, d) you can...

Let's run through the options: If the derivative is positive that means the function is increasing everywhere...

What an explicit formula for a function g(x) has a derivative everywhere has 2 critical points 0 rel extrema?

f(x) = x^4 has a derivative everywhere, has a critical point at x = 0 but has no relative extrema.Give an explicit formula for a function g(x) that has a derivative everywhere, has exactly two critical points

You've mis-stated the problem somehow. The question title you posted does not parse into English sentences...

What's the anti-derivative of this function?

the function is (x^2)/(1 + (x^5)). essentially x squared over quantity 1 plus x to the fifth power. could you show me how to do take the anti-derivative of this function?

Its beyond me ,Im sorry to say,all I keep getting is an infinite series, - 1/(2x^2)+1/(7x^7) - 1/(1...

What is the derivative of this function?

What is the derivative of ye^(x^2) with respect to x. What is the derivative of xe^y with respect to x and y

1) f '(x) = (2e^x²)·xy 2) f '(x) = e^y f '(y) = xe^y

What happens when a function, say a velocity v(x,y,z,t) has the total derivative with respect to 't' equals to zero, but the partial derivative with respect to t different of zero?

What is the difference between both derivatives? What happens if a body in a specific position has dv/dt = 0 , but {\partial v}/{\partial t} !=0 ?

The difference between a partial derivative and the total derivative is that the partial derivative...

Jerrod Ankenman at Quora

Consider the function f(x) whose second derivative is f '' (x)= 4x+2sin(x) . If f(0)=2 and f ' (0)=2, what?

Consider the function f(x) whose second derivative is f '' (x)= 4x+2sin(x) . If f(0)=2 and f ' (0)=2 , what is f(x)?

1. Take the anti derivative of f ''(x) to get f '(x) 2. Substitute the condition f '(0) = 2 into f ...

What is the derivative of the function.?

What is the derivative of the function. f(x) = ln (x+9/x-9)

y = ln[(x+9)/(x-9)] => simplify first: y = ln(x + 9) - ln(x - 9) dy/dx = dy/dx[ln(x + 9) - dy/dx...

F(x) = x^3 – 4x^2 + (3/x) = x^3 - 4x^2 + 3x^(-1) F'(x) = 3x^2 - 4(2)x + 3(-1)x^(-2) = 3x^2 - ...

5e^5x The chain rule says derivative of f(g(x)) = f '(g(x))g'(x) Setting f(x) = e^x and g(x)=5x. f ...

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