Evaluate the iterated triple integral int01 intsqrtxsqrt1+x int0xy y-1z dz dy dx
Answers
Answered by
4
f(x, y) dx dy = ∫∫R f(x, y) dA, the double integral of f over the region R. The notation dA indicates a small bit of area, without specifying ...
Answered by
11
Evaluate the iterated triple integral int01 intsqrtxsqrt1+x int0xy y-1z dz dy dx
→ ∫1014x2(1+x−x)dx=∫0114x2(1+x−x)dx=14∫10x2dx=14∫01x2dx=112x3∣∣∣10=112
→ ∫1014x2(1+x−x)dx=∫0114x2(1+x−x)dx=14∫10x2dx=14∫01x2dx=112x3∣∣∣10=112
Similar questions