Class 12 Differentiation And Integration Formulas

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$11. \displaystyle{\int \sin hx dx = \cos hx} \\[3mm] \displaystyle{\int \sin h(ax + b) dx = \dfrac{1}{a} \cos h (ax + b)} \\[3mm] 12. \displaystyle{\int \cos hx dx = \sin hx} \\[3mm] \displaystyle{\int \cos h(ax + b) dx = \dfrac{1}{a}\sin h(ax + b)} \\[3mm] 13. \displaystyle{\int sec h^2(ax + b) dx = \dfrac{1}{a}\tan h(ax + b)} \\[3mm] 14. \displaystyle{\int \csc h^2x dx = -\cot hx} \\[3mm] \displaystyle{\int \csc h^2(ax + b) dx = -\dfrac{1}{a} \cot h(ax + b)} \\[3mm] 15. \displaystyle{\int sec hx \tan hx dx = \sec hx} \\[3mm] \displaystyle{\int \sec h(ax + b) \tan h\left((ax + b) dx = \dfrac{1}{a} \sec h(ax + b) \right)}$

Integration Formula Class 12 Differentiation And Integration Formulas
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Class 12 Differentiation And Integration Formulas

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