Suppose \( \int \frac{1-7 \cos ^{2} x}{\sin ^{7} x \cos ^{2} x} d x...

Suppose \( \int \frac{1-7 \cos ^{2} x}{\sin ^{7} x \cos ^{2} x} d x=\frac{g(x)}{\sin ^{7} x}+C \), where \( C \) is an arbitrary constant of integration. Then find the value of \( g^{\prime}(0)+g^{\prime \prime}\left(\frac{\pi}{4}\right) \). 📲PW App Link - https://bit.ly/YTAI_PWAP 🌐PW Website - https://www.pw.live

Видео Suppose \( \int \frac{1-7 \cos ^{2} x}{\sin ^{7} x \cos ^{2} x} d x... автора Высшая Математика: Звезды На Небесах Чисел