Which one of the following is true for 0° ≤ θ ≤ 90°?
1). cos θ > cos2 θ
2). cos θ < cos2 θ
3). cos θ ≥ cos2 θ
4). cos θ ≤ cos2 θ
Between 0° to 90°, cos θ is positive and its value ranges from 0 to 1.
? All numbers less between 0 to 1 is always greater than or equal to its square. For ex., square of ½ = ¼
∴ cos θ ≥ cos2 θ2. If a cos θ - b sin θ = c, then the value of a sin θ + b cos θ is
3. If sec (3x – 20)° = cosec (3y + 20)°, what is the value of tan (x + y)?
4. If $\frac{(1 + cosA)}{(1 - cosA)}$ = x, then x is
5. If $\frac{1}{√(cosec²A - 1)}$ = x, then value of x is
6. If cot(A/2) = x, then the value of x is?
8. ΔXYZ is right angled at Y. If ∠Z = 60° and ZX = 3√3 cm, what is the length of YZ (in cm)?