Learn how to find the derivative of sec^2(x) with our informative video lesson. Watch now to master this essential math skill quickly and effectively, followed by a quiz.

Applying the Chain Rule for Derivatives: Sometimes, in the study of calculus, we are given a composite function, or a function of the form f (g (x)), and asked to differentiate it. If we can identify f (x) and g …

Aug 10, 2024 · Answer:The derivative of sec (2x) is:d/dx (sec (2x)) = 2sec (2x)tan (2x)To find this derivative, we can use the chain rule and the fact that the derivative of sec (u…

Mar 13, 2020 · The derivative of sec2x by the first principle is 2 sec2x tan2x.Step-by-step explanation:Given: sec2xTo Find: Derivative of sec2x by the first principleSolution…

The derivative of tangent is secant squared and the derivative of cotangent is negative cosecant squared. Using this new rule and the chain rule, we can find the derivative of h (x) = cot (3x - 4).

Oct 6, 2020 · Answer:2sec (2x+3)tan (2x+3)Step-by-step explanation:d/dx sec (2x+3)=sec (2x+3)tan (2x+3)×d/dx (2x+3)=2sec (2x+3)tan (2x+3)

May 17, 2022 · Derivative of√sec 2x-1 / sec 2x+1 is Get the answers you need, now!

Nov 15, 2017 · = 4 Sec 2x (2 Sec² 2x + 2 sec 2x Tan 2x - 1) = 8 sec³ 2x + 8 Sec² 2x Tan 2x - 4 sec 2x. That is the answer. The answer can be in many forms.. In the book one form may be given. But other …

Quotient Rule: if we have a function of the form f (x) = g (x) h (x), then we have the quotient rule if we want to take the derivative of this function. The quotient rule tells us that: d f d x = h (x) d g (x) d x g …

Differentiation in calculus: To solve this problem, we'll use the chain rule. The chain rule states that: d f d x = d f d u d u d x where f is a function u, a n d u is a function of x Next, we'll use the common …