Question

integration of sec x degree​

Answer 1

Step-by-step explanation:

Given that:integration of sec x degree

Solution: To find the integration of sec x°

First convert degree into radian

1°= π/180 radian

x°= xπ/180 radian

Now we know that

$\bold{ \int \: secx = ln|tanx + secx| dx}$

So,apply this formula

Just one thing to remember the coefficient of x should be divided by the whole term.

So

$\int \: sec\bigg( \frac{x\pi}{180}\bigg)dx \\ \\ = \frac{180}{\pi} ln\bigg |tan\bigg( \frac{x\pi}{180} \bigg) + sec\bigg(\frac{x\pi}{180}\bigg)\bigg |$

Hope it helps you

Answer 2

Answer:

thank you for seeing my answer