integration of1/a+btanx
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hayy mate here your answer ✔️ ✔️
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One of the ways:
1/[a + b*tan(x)] = cos(x)/[a*cos(x) + b * sin(x)]
let
a/√(a2 + b2) = sin(Φ) and
b/√(a2 + b2) = cos(Φ)
then
1/[a + b*tan(x)] = 1/√(a2 + b2) * {cos(x) / [sin(Φ)*cos(x) + cos(Φ) * sin(x)]} = 1/√(a2 + b2) * {cos(x) / sin(Φ + x)}
____________________________
❤️⭐I hope you mark as brainlist answer⭐❤️✨✨✨
____________________________
One of the ways:
1/[a + b*tan(x)] = cos(x)/[a*cos(x) + b * sin(x)]
let
a/√(a2 + b2) = sin(Φ) and
b/√(a2 + b2) = cos(Φ)
then
1/[a + b*tan(x)] = 1/√(a2 + b2) * {cos(x) / [sin(Φ)*cos(x) + cos(Φ) * sin(x)]} = 1/√(a2 + b2) * {cos(x) / sin(Φ + x)}
____________________________
❤️⭐I hope you mark as brainlist answer⭐❤️✨✨✨
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