Post a New Question

math engineering

posted by .

) ∫_(-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.

  • math engineering -

    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.

  • math engineering (correction) -

    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.

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. mathematics

    ∫▒dx/(x√(2x^2+5x+1)) 2. ∫▒dx/(x√(x^2+4x-2)) 3. ∫▒dx/(sinx+13cosx-11) 4. ∫▒〖(x^2-x+4)ln⁡(x+√(x^2-1) dx)〗 5. ∫▒e^cos2x sin4x dx 6. ∫▒x^3 …
  2. math

    Use the method of differences to prove the following formulas 1) ∑_(r=1)^n▒〖r=(n(n+1))/2〗 2) ∑_(r=1)^n▒〖r^2=(n(n+1)(2n+1))/6〗
  3. diff eqn.

    y(t) = -0.2451 cos 4t + 0.9804 sin 4t + e^(-3t ) (A cos⁡〖t+B〗 sin⁡〖t)〗 y'(t) = ?
  4. math

    log_(1/4)⁡〖1/64〗+log_2⁡〖1/32〗-log_9⁡〖(75+x)〗-log_27⁡9=(-14)/3
  5. calculus

    Find the trigonometric integral (a) ∫▒tan⁡〖θ 〖sec〗^4 〗 θ dθ
  6. Applied maths

    Evaluate in the domain of complex variables. a) [3(cos⁡〖55°〗+j sin⁡〖55°〗 )]^2 b) (5.0/15°)^3 c) (52/42°)^(1/2) d) ∜4
  7. math

    please help me how to solve the integral sinx/x dx from 0 to infinite : ∫_0^∞▒〖sin⁡x/x dx〗 thank you
  8. Mathematics

    Use Simpson’s rule to estimate ∫_0^2▒〖1/8 e〗^(x^2 ) dx with a maximum error of 0.1
  9. Math

    For a college football field with the dimension shown, the angle for kicking a field goal from a ( horizontal) distance of x feet from the goal post is given by∅(x)=tan^(-1)⁡〖(29.25/x〗)-〖tan^(-1) (〗⁡〖10.75/x〗) …
  10. math

    By changing the order of integration, prove that ∫_0^1▒∫_0^(√(1-x^2 ))▒〖{dy/((1+e^y)√(1-x^2-y^2 ))}dx=π/2 log⁡(2e/(1+e)) 〗

More Similar Questions

Post a New Question