General solutions of $ \sin (A) = \sin (B)$
In my text book it is directly stated that the general solution of the equation $ \sin (A) = \sin (B)$ , is $ A = 2n\pi + B$ and $A = (2n +1)\pi - B$ but ...
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In my text book it is directly stated that the general solution of the equation $ \sin (A) = \sin (B)$ , is $ A = 2n\pi + B$ and $A = (2n +1)\pi - B$ but ...
I have a maths related question and I was hoping that you could help me out. I'm trying to understand why, when differentiating the total revenue fun...
I want to rewrite $2x^2-12x+11$ in square form. According to my book, the answer is $2(x-3)^2-7$. However, I get $2(x-3)^2+2$ for some reason. My Steps: $...
What is the motivation of splines, in particular cubic splines. For example, why does it matter that they have any type of smoothness at the knots.
A nominal number is a symbol of a number used for naming. Wikipedia defines it as a " a one-to-one and onto function from a set of objects being named to ...
can someone tell me a way of integrating functions like $e^{f(x)}$ I have a specific case: $\int e^{-3x}\,\mathrm{d}x$ PS: I'm not looking for the an...
Is it possible to prove the converse of the Pythagoras theorem with out a geometric proof?.That is from $a^2+b^2=c^2$ to $\Theta=90^\circ$
Note.. the numbers are actually in a 7 x 6 grid.. graphics did not show here.. What is the number in the * cell? 88 63 25 9 16 24 ...
Assume that angle $x$ is small, using small angle approximation, $\sin(x)=x$; $\cos(x)=1-\frac{x^2}{2}$; and $\tan(x)=x$. I am able to justify the first t...
Two coins are tossed independently where P(head occurs when coin i is tossed) = $p_i$ , $i = 1, 2$. Given that at least one head has occurred, the probabi...