How is E=Mc^2 correct?
Is [math]E=mc^2[/math] really correct?
In what cases is the equation E=mc^2 used? Why isn't i^2 equal ±1? What is an intuitive explanation for [math] e^{i\pi}=-1 [/math]? What is [math]\sqrt{x^2}[/math] equal to? What is the result of [math]2^ {2^ {2^ {2^0}}}[/math]? Why does [math]1^0 = 1[/math]? How is 2^x+1=4^2(x-1)? What is [math]x[/math] if [math]x^8=1[/math]? If [math]a^2+b^2=2[/math] and [math]c^2+d^2=1[/math] then the value of [math](ad-bc)^2+ (ac+bd)^2[/math] is equal to? What is [math]y^2+2y+4-y[/math]? If 2^2=2*2 than 2^1/2=? What is the meaning of 2^2/3? What is [math]\frac{d}{dx}(2x)^2[/math]? What is the value of (1+2^1/2) ^2? What is the inverse of [math]x^i [/math]? Why does '1^2' not equal '2'? Is [math]x^{1/3}[/math] a polynomial? Math: is 2+2 really 4? Why do people use [math]9.8 m/s^2[/math]? What does the number represent? Why is (1/9)^1/2 is equal to only 1/3 and not - 1/3? What are the last two digits in [math]2^{2016}[/math]? If 1 + 1 = 3, what is 1^2? Here is my new discovery in math which is true but impossible to prove. 2 never equal = C^n where C<2 ? What is (X/2)^2? Why does 2*2^-2=0.5? Why is [math]1^\infty[/math] an indeterminate form? Is [math]f(x) = \mathrm{e}^{\frac{1}{x}}[/math] at [math]x=0[/math] a continuous or discontinuous function? How is m/s/s mathematically equivalent to m/s^2? What is x^2+2x+1-9y^2? If 2^ ((m+n)) /2^ ((n-m)) =16 and a=2^ (1⁄10), then a^ (2m+n-p) /〖a^ (m-2n+2p) 〗^(-1) =?