CalculusHard ShareCalculus · Hard problemFind dydx\dfrac{dy}{dx}dxdy if y=(x+sin2x)4y=\big(x+\sin^2 x\big)^4y=(x+sin2x)4 and write the inner derivative using sin(2x)\sin(2x)sin(2x).A4(x+sin2x)3(1+sin(2x))4\big(x+\sin^2 x\big)^3\big(1+\sin(2x)\big)4(x+sin2x)3(1+sin(2x))B4(x+sin3x)3(1+sin(2x))4\big(x+\sin^{3} x\big)^3\big(1+\sin(2x)\big)4(x+sin3x)3(1+sin(2x))C8(x+sin2x)3(1+sin(2x))8\big(x+\sin^2 x\big)^3\big(1+\sin(2x)\big)8(x+sin2x)3(1+sin(2x))D4(x+sin2x)3(1+sin(3x))4\big(x+\sin^2 x\big)^3\big(1+\sin(3x)\big)4(x+sin2x)3(1+sin(3x))Check Show answer Walk through it step by step Practice more like this