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Simplify: tan-1(x/y) - tan-1((x - y)/(x + y)) |
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Answer» Given tan-1(x/y) - tan-1((x - y)/(x + y)) = tan-1(x/y) - tan-1((x/y - 1)/(x/y + 1)) = tan-1(x/y) - (tan-1(x/y) - tan-1) (∵ tan-1x - tan-1y = tan-1((x - y)/(1 + x.y))) tan-11 = π/4 |
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