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Use the Table of Antiderivatives to Determine If the Following dt47t2=17arcsin(t72)+C\int \frac{d t}{\sqrt{4-7 t^{2}}}=\frac{1}{7} \arcsin \left(\frac{t \sqrt{7}}{2}\right)+C

question 137

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Use the table of antiderivatives to determine if the following statement is true. dt47t2=17arcsin(t72)+C\int \frac{d t}{\sqrt{4-7 t^{2}}}=\frac{1}{7} \arcsin \left(\frac{t \sqrt{7}}{2}\right)+C

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