It is illegible. I see backwards parentheses, unexplained shaded areas and cryptic symbols.
I suggest you make the changes
(-1)^2 = 1 and
0^6 = 1
Then it looks like you will comparing two indefinite double integrals with the order of integration reversed.
) ∫_(-1)^2 ∫_0^6▒〖x² sin(x-y)dxdy= 〗 ∫_0^6 ∫_(-1)^2▒〖x^2 sin(x-y)dydx〗
determine whether the statement is true or false. If it is true, explain why. If it is false, explain why or give an example that disproves the statement.
2 answers
If that really is a 0^6 on both sides of your equation, that number can be replaced by zero. (NOT 1)
That would make both sides of the equation zero, and the equation valid.
I am sorry about that error, and ashamed of myself.
That would make both sides of the equation zero, and the equation valid.
I am sorry about that error, and ashamed of myself.