Can you explain your reasoning? The correct answer is A. I went for E - bummer 
What are the values of X and Y
1. X^2 + Y^2=0
2. X^2 - Y^2=0
What are the values of X and Y
1. X^2 + Y^2=0
2. X^2 - Y^2=0
(1) We know that x^2 must always be either positive or equal to zero. So, if x^2 + y^2 = 0, then neither x^2 nor y^2 can be a positive number, since the sum of the squares could never be zero. The ONLY way for x^2 + y^2 to equal zero, is for x^2 to equal zero and y^2 to equal zero. This means that both x and y must equal zero.ogbeni wrote:Can you explain your reasoning? The correct answer is A. I went for E - bummer
What are the values of X and Y
1. X^2 + Y^2=0
2. X^2 - Y^2=0
(2) Lots of possibilities here. INSUFFICIENT.
