Evaluate the integral using cylindrical coordinates: ∭sin(x2+y2)dx dy dz where T:0≤x≤1,0≤y≤1−x2​,0≤z≤1 a) 2π​−2π​cos(1)

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Evaluate the integral using cylindrical coordinates: ∭sin(x2+y2)dx dy dz where T:0≤x≤1,0≤y≤1−x2​,0≤z≤1 a) 2π​−2π​cos(1)

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Evaluate the integral using cylindrical coordinates: ∭sin(x2+y2)dx dy dz where T:0≤x≤1,0≤y≤1−x2​,0≤z≤1 a) 2π​−2π​cos(1) b) 4π​−4π​cos(1) c) 41​π2−41​π2cos(1) d) 43​π2−43​π2cos(1) e) 8π​−8π​cos(1) f) None of these.
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