![integration - Integral of $ \int \frac {\tanh(x) dx}{\tanh(x)+\operatorname{ sech}(x) }$ - Mathematics Stack Exchange integration - Integral of $ \int \frac {\tanh(x) dx}{\tanh(x)+\operatorname{ sech}(x) }$ - Mathematics Stack Exchange](https://i.stack.imgur.com/R9Rwd.jpg)
integration - Integral of $ \int \frac {\tanh(x) dx}{\tanh(x)+\operatorname{ sech}(x) }$ - Mathematics Stack Exchange
For the integral [math] \int\sinh^3(x)dx [/math], why can't you just use substitution and let u = sinh(x)? - Quora
![SOLVED: Determine the indefinite integral. sinhx dx coshx 0A 1 + coshx In (1 + coshx) + C cosh 2x+C In (1 + coshx) + € SOLVED: Determine the indefinite integral. sinhx dx coshx 0A 1 + coshx In (1 + coshx) + C cosh 2x+C In (1 + coshx) + €](https://cdn.numerade.com/ask_images/8aa1d14232e843bfadc9d7a73f81e062.jpg)
SOLVED: Determine the indefinite integral. sinhx dx coshx 0A 1 + coshx In (1 + coshx) + C cosh 2x+C In (1 + coshx) + €
![SOLVED: Section 6.9: Integrating Hyperbolic Functions Evaluate ∫ sinh(x) cosh(x) dx Evaluate ∫ dx / √x^2 + 16 Evaluate ∫ sin(θ) / √1 + cos^2(θ) dθ Evaluate ∫ √x dx Prove that SOLVED: Section 6.9: Integrating Hyperbolic Functions Evaluate ∫ sinh(x) cosh(x) dx Evaluate ∫ dx / √x^2 + 16 Evaluate ∫ sin(θ) / √1 + cos^2(θ) dθ Evaluate ∫ √x dx Prove that](https://cdn.numerade.com/ask_images/c765a361014e4954a4146eea5aa14965.jpg)
SOLVED: Section 6.9: Integrating Hyperbolic Functions Evaluate ∫ sinh(x) cosh(x) dx Evaluate ∫ dx / √x^2 + 16 Evaluate ∫ sin(θ) / √1 + cos^2(θ) dθ Evaluate ∫ √x dx Prove that
![Im not even gonna ask you guys to solve the problem, but what do you initially think when you are asked to solve these types of problem? (what comes to your mind? Im not even gonna ask you guys to solve the problem, but what do you initially think when you are asked to solve these types of problem? (what comes to your mind?](https://preview.redd.it/6v867mlyq73b1.jpg?width=640&crop=smart&auto=webp&s=1fd6296213da0635509da2aa9162573bcb628d1a)
Im not even gonna ask you guys to solve the problem, but what do you initially think when you are asked to solve these types of problem? (what comes to your mind?
![Prove the following :(a) cosh ^ 2 x - sinh ^ 2 x = 1 (b) sinh 2 x = 2 sinh x cosh x (c) cosh 2 x = cosh ^ 2 x + sinh ^ 2 x (d) tanh ^ 2 x = 1 - sech ^ 2 x Prove the following :(a) cosh ^ 2 x - sinh ^ 2 x = 1 (b) sinh 2 x = 2 sinh x cosh x (c) cosh 2 x = cosh ^ 2 x + sinh ^ 2 x (d) tanh ^ 2 x = 1 - sech ^ 2 x](https://dwes9vv9u0550.cloudfront.net/images/10209913/6a1116f6-f372-4667-8c14-53af6e12dab5.jpg)