integration of dx by sinx + √3cosx
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EXPLANATION.
As we know that,
Multiply and divide numerator and denominator by 1/2, we get.
MORE INFORMATION.
(1) = ∫0.dx = c.
(2) = ∫1.dx = x + c.
(3) = ∫k dx = kx + c, (x ∈ R).
(4) = ∫xⁿdx = xⁿ⁺¹/n + 1 + c, (n ≠ -1).
(5) = ∫dx/x = ㏒(x) + c.
(6) = ∫eˣdx = eˣ + c.
(7) = ∫aˣdx = aˣ/㏒(a) + c = aˣ㏒(e) + c.
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