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Chandrasekhar’s White Dwarfs. April 2011. Michael A.
mushtaq n. salih. Available at SSRN 1661772 (2011). Research in Programmer Tools, Volumes 1-13. Â. February 2013. Available at SSRN 2291414 (2013).
This article was originally published under the name “Making Forms Work,” in Volume 6, no. 4 (of Table of Contents).
This research was undertaken as part of a course taught by the first author on developing web based consumer products with MicrosoftÂ® ASP.Â .Pole Structure of r = -4

I have been doing this question for a few hours without success. I think I need to do the sines and cosines. Any help?

You don’t need to.
A gentle hint: on the interval $[0,4]$ that you get the integral of $\cos(x)$ is much closer to $0$ than it is to $1$.
If you want to, you can compute this by showing that:
$$
\frac{\frac{\pi}{2}}{\frac{1}{2}}=\frac{1}{2\sin(\frac{\pi}{4})}=\frac{1}{\sqrt{2}}
$$
and then take the inverse of that.

Are strain-rate dependent properties (tensile) actually strain-rate dependent?

Under the category of strain-rate dependent properties, i.e. material’s property can change with the change of material’s internal stress, i.e. tensile strength, are the following material properties actually strain-rate dependent?

tensile strength
flexural strength
Shear modulus
Poisson ratio

Specifically,

Under tensile load at constant cross section, will the tensile strength be the same at different strain rates?
Under mixed tensile-compressive load at constant cross section, will the tensile strength be the same at different strain rates?

If the answer is negative, do other material properties behave the same way?

All material properties can change with the strain rate and hence one can assume that a property is rate dependent.
From Wikipedia

The following must be fulfilled:

The flow characteristics and the

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