1- Write double integral that represent the area enclosed by the curve y=x-x² and the line y=x/4. -X/4 a) SX-2 0.25 dxdy. Jx-x² b) 0.75 x/2 dydx. c) fx-x² 0.75 dxdy. d) 0.75 x/² dydx. √x-x² Jx/4 Jx/4

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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1- Write double integral that represent the area enclosed by the curve y=x-x² and the
line y=x/4.
a) x/2 0:25 dxdy.
-X/4
Jx-x²
x-x²
b) 0.75 / dydx. c) x-x² 075 dxdy. d) 0.75 *** dydx.
x/4
Jx/4
Transcribed Image Text:1- Write double integral that represent the area enclosed by the curve y=x-x² and the line y=x/4. a) x/2 0:25 dxdy. -X/4 Jx-x² x-x² b) 0.75 / dydx. c) x-x² 075 dxdy. d) 0.75 *** dydx. x/4 Jx/4
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