[Step-by-Step] Determine the following integrals. ∫(8x^2-3x^-3+4x)dx ∫(28e^4x-18e^-6x)dx ∫_16^36 15√x dx ∫_8^12 20(x-7)^3
Question: Determine the following integrals.
- \[{{\int{(8\text{x}}}^{2}}-3{{\text{x}}^{\text{-3}}}+4\text{x)dx}\]
- \[{{\int{(28\text{e}}}^{4\text{x}}}-18{{\text{e}}^{\text{-6x}}}\text{)dx}\]
- \[\int_{\text{16}}^{\text{36}}{\,\text{15}\sqrt{\text{x}}\,}\text{dx}\]
- \[\int_{8}^{12}{\,20{{(x-7)}^{3}}\,}dx\]
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