Who can prove 1 = -1?
Who can prove 1= -1?
How can we prove 1=2? Can you prove that 1+1=2? How do I prove 1+1=2? How can you prove that 2 = 1? Is there any way to prove 1 = 0 practically? Is it possible to prove that 1=3? Can it be proven that 1 = 2? How can I prove 0! = 1? Is it possible to mathematically prove that 1=2? How do I prove 2=-2? Is there any valid proof for 1 = 0? Is it possible to prove that 1+1 is 2? How can you prove that 2+2=4? How can I prove 1/2 > 0? How can you prove that [math]-1\times(-1) = +1[/math]? How can we prove that 0^0=1? How do you prove that 2 + 2 = 4? Is there a mathematical proof to show that 0! is 1? How can I prove that 4 = 5? How do you prove that 2+3=5? How can one prove this? How can you prove that: 1/(1-i) ^2 - 1/(1+i) ^2 = I? What is wrong with the "proof" 1= √(1) = √ (-1*-1) = i² =−1? How can we prove that C(n,k) = C (n-1,k) +C (n-1,k-1)? What is a short simple proof for [math]1+1=2[/math]? Can it be proven that 2+2=5? How do we prove [math](1+\frac{1}{n})^n < (1+ \frac{1}{n+1})^{n+1}[/math]? Is 1 + 1 = 2 true in every possible universe? How do you prove a = v^2/r? How can you prove e^πi+1=0?