Definition of a metric
I'm having a hard time understanding what the definition of a metric is. From what I think I understand, it's just a method of measurement betwe...
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I'm having a hard time understanding what the definition of a metric is. From what I think I understand, it's just a method of measurement betwe...
Points $A$, $B$ and $C$ are on the circumference of a circle with radius 2 such that $\angle BAC = 45$ and $\angle ACB = 60$ . Find the area of $\triangle...
The question asks me to prove the identity $\tan ^2x-\sin ^2x=\tan^2 x \sin^2 x$ and use this result to explain why $\tan x>\sin x$ for $0<x<90$ ...
$$\frac{1}{9\sqrt11 + 11\sqrt9} + \frac{1}{11\sqrt13 + 13\sqrt11} + \frac{1}{13\sqrt15 + 15\sqrt13} + \ldots + \frac{1}{n\sqrt{n+2} + (n+2)\sqrt{n}} = \fr...
I remember there exist a decomposition such that it transforms any given matrix to a block diagonal matrix, and each block having single eigenvalue. I cou...
Since I'm not that good at (as I like to call it) 'die-hard-mathematics', I've always liked concepts like the golden ratio or the drag...
I was reading the article/wiki here When I came across this quote ObviousFact?: examples: 2+2=4 for most people Those with higher mathematical knowledge m...
before I ask for anything I must admit I'm working hard to understand this beautiful subject. Thanks in advance. I want to get a derivative of: $\cos...
So I've never covered this and I'm a bit confused. $$x + (x+1) + (x+2) + (x+3) + (x+4)$$ So $5x + 10 = 505$ which equals $x = 99$. So isn't...
I am presently a 11th grader. I came across a question which was to answered of True or False in the Sets chapter. Let me just text down the complete ques...