Parth Kohli
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 May17 reviewed Reject Proof of this inequality May17 comment Absolutet Value Inequality with cases number line A number line wouldn't be much of a solution. It can only be used to represent numbers. Depending on different contexts, it's used in different ways. Here, the question might be asking you to use a number line for representing the solution of this inequality. May17 comment Absolutet Value Inequality with cases number line A number? I'm not sure if I perfectly understand your query. Do you mean a number line? May17 answered Absolutet Value Inequality with cases number line May17 comment what is the solution for this equation : $2^x-6(2)^{-x}=6$ If $t$ is negative, then $2^x$ will be negative for some real $x$, which is not possible. May17 answered what is the solution for this equation : $2^x-6(2)^{-x}=6$ May17 answered Graph this function: F(x)=$-2^{|x|+1}$. Apr22 answered How to solve this inequality? Apr17 comment Trigonometric substitution Oh, x^2/2 is the angle. OK. Apr17 comment Trigonometric substitution did you mean $\frac{\sin^2(x)}2 = \frac{1}{2}(1 - \cos^2(x))$ Apr13 answered Problem : Solve $|x^2+x-4| =|x^2-4| +|x|$ Apr10 comment Proof of a claim on a continuous function in [0,1] Brian... ${}{}{}$ Apr4 awarded Popular Question Mar19 accepted Prove that $\rm area(\triangle ABE) = area (ABCD)$ Mar19 asked Prove that $\rm area(\triangle ABE) = area (ABCD)$ Mar14 awarded Nice Answer Mar5 answered if x^2 + 2x - 3 >= 0 then (x <= -3) V (x >= 1) Mar1 comment What should be added to $x^4 + 2x^3 - 2x^2 + x - 1$ to make it exactly divisible by $x^2 + 2x - 3$? @HenningMakholm I'm a ninth grader from the same country as Mayank is, and we are taught polynomial division in the ninth grade. Feb17 answered Less than or equal sign Feb8 awarded Nice Answer