1. Find the area under the curve y = 3x+ 1 over the interval [2, 6] using right end point approximation.
2. Evaluate the integral and state whether it converges or diverges: "\\int_{-\u221e}^{0}" e 3x dx
3. Integrate the rational function by partial fraction (decomposition): ∫ (11x+17) / (2x2+7x−4) dx
4. Evaluate the integral by trigonometric substitution: ∫ dx / (1−x2)3/2
5. Evaluate in terms of beta function: "\\int_{0}^{1}" x2 (1 − x3 )3/2 dx
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