Evaluate the double integral e^2x+3y dx dy over the triangle bounded by x=0, y=0 and x+y=1

Evaluate ∫∫e2x+3y dxdy over the triangle bounded by the lines x=0, y=0 & x + y=1|Integral Calculus

Double integration - Calculus 3 - (Double Integration of e^x+3y dx dy y = 0 to 1 and x = 0 to 3)

微積分ヘルプ: 二重積分: ∫∫ e^(x+3y) dxdy , ∫∫2x dydx - 積分を解くテクニック

∮_C (3x+4y)dx+(2x-3y)dy を評価する。ここで C は x の原点を中心とする半径 2 の円である。

(Double Integration of e^x+3y dx dy y = 0 to 1 and x = 0 to 3) Calculus 3 - Burmese Version

Double Integration: Integral of e^(x + 3y) dx dy , x = 0 to 3, y = 0 to 1

微積分ヘルプ: 二重積分 - ∫ 2 から 3 まで ∫ 1 から 4 まで 3x e^(2x+3y) dx dy

二重積分

積分の順序を逆にして積分を評価する

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