
When $\\cosh (z)=0$? - Mathematics Stack Exchange
When $\cosh (z)=0$? Ask Question Asked 9 years, 2 months ago. Modified 9 years, 2 months ago. Viewed 32k ...
When Hyperbolic function is zero? - Mathematics Stack Exchange
2015年9月7日 · $\sinh x \cosh x = 0$ $\frac 12 \sinh 2x = 0$ $\sinh 2x = 0$ The only solution to that is $2x = 0 \implies x = 0$. Alternatively, you can simply observe that $\cosh x$ is always …
View question - cosh (X) =0
2015年10月8日 · Free Online Scientific Notation Calculator. Solve advanced problems in Physics, Mathematics and Engineering. Math Expression Renderer, Plots, Unit Converter, Equation …
Why $\\cosh(y)$ cannot be zero in this example?
Now here I thought this implied $\sin(x) = 0$ or $\cosh(y) = 0$. However the solutions give only $\sin(x) = 0$, why? Also, when doing the second equation, you get $\cos(x)\sinh(y) = 0$, but …
Understanding the proof that $\\cosh$ is strictly increasing on $[0 ...
2017年2月4日 · Stack Exchange Network. Stack Exchange network consists of 183 Q&A communities including Stack Overflow, the largest, most trusted online community for …
calculus - Inverse of cosh (x) - Mathematics Stack Exchange
$\begingroup$ The function $\cosh$ is even, and does not have an inverse. But if we restrict $\cosh$ to the interval $[0,\infty]$ (the usual choice), the inverse function has the $+$. If we …
Proof of Theorem: Zeros of $\\sinh z$ and $\\cosh z$.
Prove the following theorem: The zeros of $\sinh z$ and $\cosh z$ in the complex plane all lie on the imaginary axis.
hyperbolic functions - When can sinh(x) and cosh(x) be equal ...
2015年10月1日 · I know that for large positive numbers cosh(x) and sinh(x) would almost be equal to $e^x/2$ as $e^{-x}/2$ would become negligible given the magnitude of x in both cases.
Taylor Expansion around $0$, for $\\frac{1}{\\cosh(x)}$, easy …
2017年12月2日 · $\frac{1}{\cosh x}$ is a meromorphic function with simple poles at $\frac{\pi i}{2}+\pi i\mathbb{Z}$. By computing the residues we have $$\frac{1}{\cosh x}=\sum_{n ...
Solved 1-6 Find the numerical value of each expression. 1.
1-6 Find the numerical value of each expression. 1. (a) sinh 0 (b) cosh 0 2. (a) tanh 0 (b) tanh 1 3. (a) cosh(In 5) (b) cosh 5 4. (a) sinh 4 (b) sinh(In 4) 5. (a) sech 0 (b) cosh - 1 6. (a) sinh 1 (b) …