What is expand sin(α)(1+tan(α))+cos(α)(1+cot(α)) ?

The solution to expand sin(α)(1+tan(α))+cos(α)(1+cot(α)) is sin(α)(tan(α)+1)+cos(α)(cot(α)+1)

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expand sin(α)(1+tan(α))+cos(α)(1+cot(α))

expand

sin (α) (1 + tan (α)) + cos (α) (1 + cot (α))

sin (α) (tan (α) + 1) + cos (α) (cot (α) + 1)

Solution steps

sin (α) (1 + tan (α)) + cos (α) (1 + cot (α))

Expand

sin (α) (1 + tan (α)) : sin (α) (tan (α) + 1)

= sin (α) (tan (α) + 1) + cos (α) (1 + cot (α))

Expand

cos (α) (1 + cot (α)) : cos (α) (cot (α) + 1)

= sin (α) (tan (α) + 1) + cos (α) (cot (α) + 1)

lo g_{3} (324) - lo g_{3} (4)

\frac{( z - 1 ) ^{3}}{2 ( z + 2 ) ^{2}}

12

\frac{d ^{2}}{d y d x} ((z (y, x)) (x^{2} + 3 x y + y^{2}))

- 8 (3 + 10)

What is expand sin(α)(1+tan(α))+cos(α)(1+cot(α)) ?
The solution to expand sin(α)(1+tan(α))+cos(α)(1+cot(α)) is sin(α)(tan(α)+1)+cos(α)(cot(α)+1)