What is the (indefinite) integral of the cosine function with an arbitrary frequency and phase shift? - Quora
![Differential and integral calculus, an introductory course for colleges and engineering schools. Y V vi p^ / A £ T| K / 0 X a b o Fig. 1. Fig. 2. Differential and integral calculus, an introductory course for colleges and engineering schools. Y V vi p^ / A £ T| K / 0 X a b o Fig. 1. Fig. 2.](https://c8.alamy.com/comp/2CEK0WB/differential-and-integral-calculus-an-introductory-course-for-colleges-and-engineering-schools-y-v-vi-p-a-t-k-0-x-a-b-o-fig-1-fig-2-gent-to-the-curve-from-the-figures-it-can-be-seen-that-if-the-arcconvex-be-as-this-tangent-rolls-along-the-curve-the-angle-concave-i-i-i-r-ii-increases-which-it-makes-with-ox-continually-and-that-decreases-x-an-increasing-therefore-f-x-is-function-along-the-arc-from-f-a-decreasing-the-figures-it-can-be-seen-that-the-converse-of-this-is-also-true-viz-increasing-convex-throughout-a-2CEK0WB.jpg)
Differential and integral calculus, an introductory course for colleges and engineering schools. Y V vi p^ / A £ T| K / 0 X a b o Fig. 1. Fig. 2.
![SOLVED: Question 6 We ve already see that if f() = C€, the constant function; then f' (x) 0. Now we re going to investigate the converse. Consider the function g(z) , SOLVED: Question 6 We ve already see that if f() = C€, the constant function; then f' (x) 0. Now we re going to investigate the converse. Consider the function g(z) ,](https://cdn.numerade.com/ask_images/4e29b669fa7c43d6845941e1b61b728e.jpg)
SOLVED: Question 6 We ve already see that if f() = C€, the constant function; then f' (x) 0. Now we re going to investigate the converse. Consider the function g(z) ,
![13 Improper integral of (sin^2x)/x^2 | Improper integral of (cos^2x)/x^2 | improper integral - YouTube 13 Improper integral of (sin^2x)/x^2 | Improper integral of (cos^2x)/x^2 | improper integral - YouTube](https://i.ytimg.com/vi/c4AaU2_hRv8/maxresdefault.jpg)