Solution: Solve for x in the given equation: Arc tan (2x) + arc tan (x) = π/4

Solve for x in the given equation: Arc tan (2x) + arc tan (x) = π/4. How to evaluate trigonometric equation?

Solve for x in the given equation: Arc tan (2x) + arc tan (x) = π/4

Problem Statement: ECE Board March 1996

Solve for x in the given equation: Arc tan (2x) + arc tan (x) = π/4
  • A. 0.149
  • B. 0.281
  • C. 0.421
  • D. 0.316

Problem Answer:

The equivalent value of x is 0.281

Solution:

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