1.Easy
Evaluate I = ∫12 (−3x3 + x − 2) dx.
f(x) = −3x3 + x − 2[1, 2]
I =
Evaluate I = ∫12 (−3x3 + x − 2) dx.
Evaluate I = ∫14 (2x3 + 4x − 4) dx.
Evaluate I = ∫₁2 x·ln x dx.
The region under y = √(x) from x = 0 to x = 2 is rotated about the x-axis. Find the volume V of the solid (a paraboloid).
Evaluate I = ∫₀1 x²·eˣ dx.
Find the area A of the region enclosed by y = 2x2 and y = x.
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