What is expand sec(2)(ax+b)dx ?

The solution to expand sec(2)(ax+b)dx is sec(2)axdx+sec(2)bdx

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expand sec(2)(ax+b)dx

expand

sec (2) (a x + b) d x

sec (2) a x d x + sec (2) b d x

Solution steps

sec (2) (a x + b) d x

Apply the distributive law:

a (b + c) = ab + a c

a = sec (2) d x, b = a x, c = b

= sec (2) d x a x + sec (2) d x b

= sec (2) a x d x + sec (2) b d x

cos (\frac{π}{4} + P)

3 sin (2 x - \frac{π}{6})

cos (- 4 r)

tan (π - β) + tan (π + β)

- cot (- x)

What is expand sec(2)(ax+b)dx ?
The solution to expand sec(2)(ax+b)dx is sec(2)axdx+sec(2)bdx