Power Rule for Integrals
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Problems 7
- ∫(x+3) dx\int(x+3)\,dx∫(x+3)dx (Use latex for answer)
- ∫ dx\int\,dx∫dx
- True or False\text{True or False}True or False === Each antiderivative of an nth-degree polynomial function is an (n+1)th-degree polynomial function.
- Integrate ∫x54 dx\int \sqrt[4]{x^5} \, dx∫4x5dx.
- Integrate ∫1+x+xx dx\int \frac{1 + \sqrt x + x}x \, dx∫x1+x+xdx.
- Compute ∫04(4−t)t dt\int_0^4 (4-t)\sqrt t \, dt∫04(4−t)tdt.
- Integrate ∫04∣x−1∣ dx\int_0^4 |\sqrt x - 1| \, dx∫04∣x−1∣dx.