Practice30Create account

The expression siθ − coθ is equal to:

Competition practiceTrigonometry
  • A(siθ − coθ)(1 + 2siθ·coθ)
  • B(siθ − coθ)(1 − 2siθ·coθ)
  • C(siθ + coθ)(1 − 2siθ·coθ)
  • D1 − 2siθ·coθ

Step-by-Step Solution

siθ − coθ = (siθ − coθ)(siθ + coθ) = (siθ − coθ)(siθ + coθ)(siθ + coθ). The middle bracket is 1 and siθ + coθ = 1 − 2siθ·coθ.
Answer: B) (siθ − coθ)(1 − 2siθ·coθ)

Master this topic in 30 minutes a day.

Don't just memorise the answer — build a daily practice habit.

Practice 5 Similar Questions Free →

All Trigonometry practice questions

More Trigonometry practice

If 2sinθ + 3cosθ = 2, then 3sinθ − 2cosθ equals:If secθ = x + 1/(4x), then secθ + tanθ equals:If tanθ + secθ = √3 and 0° < θ < 90°, then θ equals:If tan²θ = 1 − e², then secθ + tan³θ·cosecθ equals:For sinθ ≠ cosθ, the expression (cos³θ − sin³θ)/(cosθ − sinθ) simplifies to: