Integration Gold

To 3DP, find the value of: \({\int }_{{e}^{3}}^{{e}^{4}}\frac{8}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{1}}^{{e}^{3}}\frac{4}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{5}}^{{e}^{8}}\frac{1}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{0}}^{{e}^{1}}\frac{3}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{1}}^{{e}^{4}}\frac{6}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{1}}^{{e}^{4}}-\frac{4}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{4}}^{{e}^{5}}-\frac{6}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{3}}^{{e}^{5}}-\frac{5}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{2}}^{{e}^{4}}-\frac{2}{x}dx\)

To 3DP, find the value of: \({\int }_{{e}^{3}}^{{e}^{5}}-\frac{6}{x}dx\)

\({\int }_{3}^{6}{x}^{2}dx\)

\({\int }_{2}^{4}xdx\)

\({\int }_{9}^{12}2{x}^{2}dx\)

\({\int }_{3}^{4}12xdx\)

\({\int }_{-3}^{3}5{x}^{2}dx\)

\({\int }_{-3}^{6}6xdx\)

\({\int }_{-3}^{3}3dx\)

\({\int }_{-3}^{0}3{x}^{2}dx\)

\({\int }_{3}^{4}\left(3x+4\right)dx\)

\({\int }_{1}^{3}\left({x}^{2}-8x\right)dx\)

\({\int }_{0}^{3}\left(8x+2\right)dx\)

\({\int }_{2}^{3}\left(6{x}^{2}-x\right)dx\)

\({\int }_{-3}^{-1}\left(3{x}^{2}+5x\right)dx\)

\({\int }_{-5}^{-1}\left(7x+9\right)dx\)

\({\int }_{-2}^{4}\left(7x+2\right)dx\)

\({\int }_{-2}^{1}\left(8x-1\right)dx\)

\({\int }_{0}^{3}\left(3{x}^{2}+5x+3\right)dx\)

\({\int }_{3}^{5}\left(5{x}^{2}+3x+2\right)dx\)

\({\int }_{0}^{2}\left(4{x}^{2}-9x+6\right)dx\)

\({\int }_{2}^{3}\left(3{x}^{2}-5x+4\right)dx\)

\({\int }_{-1}^{0}\left({x}^{2}+2x-2\right)dx\)

\({\int }_{-4}^{4}\left(2{x}^{2}+7x-5\right)dx\)

\({\int }_{-2}^{0}\left({x}^{2}-2x-1\right)dx\)

\({\int }_{-5}^{-3}\left(8{x}^{2}-5x-1\right)dx\)

\({\int }_{-5}^{1}\left(9{x}^{2}-4x-7\right)dx\)