Easy Method to Solve Trigonometric Problem: Find (1 + tanA)(1 + tanB) When A + B = π/4
Learn a simple approach to solve a trigonometry problem where the sum of two angles A and B equals π/4. Discover how to find the value of (1 + tanA)(1 + tanB) using key formulas like tan(x - y) = (tanx - tany) / (1 + tanx tany).
abubakkarmiah194
7 views • Oct 22, 2024
About this video
Sum of two angels A and B is π/4, find the value of (1 + tanA) (1 + tanB), Need to know the formula tan(x - y) = (tanx - tany) /(1 + tanx tany) <br />#trigonometry<br />#Class xi<br />#CBSE<br />#JEE mains<br />#mathematics problem<br />#viral video<br />#easy way mathematics solution<br /><br />
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Views
7
Duration
0:49
Published
Oct 22, 2024
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