- Dx 1 X 2 3x X Cos Y Sint Variant 37 1 Compute The Given Definite Integrals 3 7x Cos 2xdx B Arctan X X 2 D 1 (35.85 KiB) Viewed 40 times
dx 1+x 2 3x + x=cos y = sint Variant 37 1. Compute the given definite integrals: >> | (3-7x)cos 2xdx. b) arctan x+x 2. D
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dx 1+x 2 3x + x=cos y = sint Variant 37 1. Compute the given definite integrals: >> | (3-7x)cos 2xdx. b) arctan x+x 2. D
dx 1+x 2 3x + x=cos y = sint Variant 37 1. Compute the given definite integrals: >> | (3-7x)cos 2xdx. b) arctan x+x 2. Define if the given improper integrals are converges of diverges: b) 3. Find the area of the figure bounded by the given curve y =(x+1) a) b) (O SIS) y = x+1. 4. Compute the given double integrals I + y - 1 5. Find the partial derivatives a) z = tan x - yx+sin’x, -?--?--? b) u=x’sin z + arccos, u: -?, u - ?, . - ? 2+ 6. Write down complex numbers in the trigonometric and exponential forms a) ==-21; b) ==-4;c)==-13 - Vi > jayjar-y? - 234 b) [as]@*3-ixte X Voin 2