What is the derivative ofsecx(tanx−secx)? Question: What is the derivative ofsecx(tanx−secx)? The Derivative of a Function: The strategy of finding the derivative of a function is dependent on the format of the function. If the function is the product of ...
What is the derivative of the following function:y=cos(x)1−cos(x)? Question: What is the derivative of the following function:y=cos(x)1−cos(x)? Quotient Rule: We can differentiate the fraction of two differentiable functions by simply applying the quotient rule given b...
It is the inverse process of differentiation, so called anti derivative. Some important integration are as follows; (1).∫xn dx=xn+1n+1+C(2).∫sinhx dx=coshx+C(3).∫coshx dx=sinhx+C Where C is the constant of integration....
What is the derivative of y = \ln 3x^2 ? a) y' = \frac{2}{x} b) y' = \ln 6x c) y' = 2 \ln 3 d) y' = e^{6x} Find the derivitive of each function a) f(x)=tan^{-1}(e^x) b) g(t)=sin^{-1}(ln(t)) c) h(w)=e^{-wb}cosh(w) d) f(x)=2sin(x...
By taking the first and second derivative of (36), we can see that our point-curves are solutions to the equation of motion + 2−1=0. (38) This is then the analog of Eq. (21) in [45]. As explained there, it is natural to obtain a second-order differential equa- tion, since...
Find the derivative of the function. f(t) = 3 \sqrt 3 + \tan t Find the derivative of the function: f(x)= \cosh(3x-1) +x \tan x Find the derivative of f(x) = cos x / 1 - tan x What is the derivative of f(x) = tan^-1(x)? Find the first derivative. h(x) = ...
What is the first derivative of π5−4π with respect to π Derivatives: Derivatives are used to measure the rate of change of a variable with respect to change in the other variable. In the given problem we will derivate the function w.r.t to pi, therefore pi will be c...
What is the derivative of the following function:y=ln(e−x+xe−x)? Question: What is the derivative of the following function:y=ln(e−x+xe−x)? Derivatives: It is important to keep in mind that a derivative is really the limit of a difference quotient, but in pr...
Critical numbers, or critical points, arexvalues where a given functionf(x)will change direction. Usually, the exact point will be where the slope (derivative) of the function will be zero. Critical points are useful for determining the extrema of a function. ...
Learn the definition of arctangent & its symbol. Understand what the arctangent derivative is. Explore how to use the arctangent formula with practice problems. Related to this Question What does int(xdx)/(2x^4 - 3x^2-2 equal to?