solve the equation tan nx = cot mx
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Answer:
x = (2k+1) π/2(m + n)
Step-by-step explanation:
solve the equation tan nx = cot mx
Tan (nx) = Cot (mx)
=> Tan (nx) = Tan ( kπ + π/2 - mx)
=> nx = kπ + π/2 - mx
=> (m + n)x = kπ + π/2
=> (m + n)x = (2kπ + π)/2
=> (m + n)x = (2k+1) π/2
=> x = (2k+1) π/2(m + n)
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