1a Differentiate the following functions.
š¦=5š„3ā3š„2+5š„2ā7 š¤.š.š”.š„
š£=5š2š¦āšā3š¦ š¤.š.š”.š¦
š¦=4š šš2šā2ššš 4š š¤.š.š”.š
Solutions:-
(1) dydx=15x2+10x\boxed{\frac{dy}{dx} = 15x^2 + 10x}dxdyā=15x2+10xā
(2) dvdy=5e2(āe)yāeā1 ā3\frac{dv}{dy} = 5e^2 (-e)y^{-e-1 \space }-3dydvā=5e2(āe)yāeā1 ā3
dvdy=ā5e3yāeā1 ā3\boxed{\frac{dv}{dy} = -5e^3y^{-e-1 \space }-3}dydvā=ā5e3yāeā1 ā3ā
(3) dydĪø=8cos(2Īø)+8sin(4Īø)\boxed{\frac{dy}{d \theta} = 8cos(2\theta) + 8sin(4\theta)}dĪødyā=8cos(2Īø)+8sin(4Īø)ā
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