Evaluate $\int 3x^{-8}dx$.

Evaluate $\int \frac{9x^2-6}{3x}dx$.

Evaluate $\int -6\sqrt[4]{x^5}dx$.

Evaluate $\int -7x^{-2}dx$.

Evaluate $\int \left(-4x^7+8\right)dx$.

Evaluate $\int 6\sqrt[3]{x^7}dx$.

Evaluate $\int 8\sqrt{x}dx$.

Evaluate $\int \frac{-9}{x}dx$.

How would you check that $-\frac{4}{3}{x}^6+C$ is the correct value of $\int -8x^{5}dx$?

Evaluate $\int 5\sqrt[5]{x^6}dx$.

Evaluate $\int \left(6x^4+7\right)dx$.

Evaluate $\int \left(-9x^2+3\right)dx$.

Evaluate $\int \left(4x^5-8\right)dx$.

Evaluate $\int \left(-x^3+7\right)dx$.

Evaluate $\int -3x^{-7}dx$.

Evaluate $\int \frac{5}{x}dx$.

Evaluate $\int \frac{4x^2-8}{4x}dx$.

Evaluate $\int \frac{4x^2-4}{4x}dx$.

Evaluate $\int \frac{2}{x}dx$.

Evaluate $\int \left(-2x^4-3\right)dx$.

Evaluate $\int \left(2x^5+5\right)dx$.

Evaluate $\int \frac{-7}{x}dx$.

How would you check that $\frac{6}{5}{x}^5+C$ is the correct value of $\int 6x^{4}dx$?

Evaluate $\int \frac{-3}{x}dx$.

Evaluate $\int \left(9x^7-6\right)dx$.

Evaluate $\int -7\sqrt[3]{x}dx$.

Evaluate $\int \frac{8x^2-4}{4x}dx$.

Evaluate $\int \left(5x^7-6\right)dx$.

Evaluate $\int \frac{8x^2+4}{2x}dx$.

How would you check that $\frac{9}{7}{x}^7+C$ is the correct value of $\int 9x^{6}dx$?

Evaluate $\int -8\sqrt[5]{x^6}dx$.

Evaluate $\int \left(-x^5+6\right)dx$.

Evaluate $\int \left(9x^4-3\right)dx$.

Evaluate $\int \left(9x^3+1\right)dx$.

Evaluate $\int \frac{6x^2-3}{3x}dx$.

Evaluate $\int -5\sqrt[5]{x}dx$.

Evaluate $\int -5x^{-5}dx$.

Evaluate $\int -4\sqrt[4]{x}dx$.

Evaluate $\int -8x^{-7}dx$.

Evaluate $\int \frac{-6}{x}dx$.

Evaluate $\int \frac{-6x^2-6}{3x}dx$.

How would you check that $\frac{8}{3}{x}^3+C$ is the correct value of $\int 8x^{2}dx$?

Evaluate $\int 8\sqrt[5]{x^4}dx$.

Evaluate $\int -7x^{-6}dx$.

Evaluate $\int \frac{-2x^2+4}{2x}dx$.

Evaluate $\int -8x^{-4}dx$.

Evaluate $\int -\sqrt{x^7}dx$.

Evaluate $\int 9\sqrt[3]{x^4}dx$.