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A: ∫sinθ2cosθ2sinθdθ=∫12sinθ sinθdθ=∫12sin2θdθ=12·∫1-cos2θ2dθ=12·12·∫ 1-cos2θdθ=12·12∫ 1dθ-∫cos2θd...
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Q: dx - = In[F(x)]+C•What is f(/3) For if C = 0? (x+x³) (x Tan-!x+ 1)
A: A detailed solution is given below
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A: Given, Fx is an antiderivative of x-2+x-1.To find : The value of F1-F-1.We know that, ...
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Q: Find the area of the region bounded by the curve y2=4x and the lines x = 1 and x = 4.
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Q: dx For (x+x³)(x Tan-!x +1) = In[F(x)]+ C• What is f(/3) if C = 0? 3 V3 6 + 3 +
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A: Let's find.
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Q: cos2x - sin2x cos2x -dx =-F(x)+C• For What is F(x)? cosx – sinx 2 sinx + -cosx+ cosx + -sinx 3 3 2 s...
A: Using cos(2x) =cos2 (x) - sin2 (x)
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A: standard form of circle
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Q: cost
A: Please refer to the image below
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A: To evaluate the integral ,use the following trigonometric formulas.
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