216 questions asked across 4 exam years, newest first
The table given below shows the cost of two fruits in five different shops. Fruits Shops A B P 75 140 Q 120 90 R 50 35 S 70 85 T 95 96 What is the difference between the cost of fruits A and B in all five shops together?

Answer: B
If , then a, b = ?
Answer: C
What is the value of sin 75° + sin 15°?

Answer: C
If cosec θ + cot θ = 2, then what is the value of cosec θ?

Answer: A
If b cos θ = a, then cosecθ + cotθ = _________.

Answer: C
If sin Y = x, then what will be the value of cos 2Y (where 0 ≤ Y ≤ 90°)?
Answer: D
If A + B = C, then tan A tan B tan C = ?
Answer: D
If x = 8(sin θ + cos θ) and y = 9(sin θ - cos θ), then the value of is:
Answer: D
If cot , then the value of sin A = ?

Answer: A
What is the value of tan 6° × tan 45° × tan 84°?
Answer: A
If sin θ - cos θ = , then find the value of sin θ + cos θ.

Answer: C
θ = 135°; γ = 15°. What is the value of 2 cos(θ) sin(γ)?

Answer: B
If sec x – cos x = 4, then what will be the value of ?

Answer: C
In a ∆ABC, AD, BE and CF are the medians from vertices A, B and C, respectively. The point of intersection of AD, BE and CF is called ______.
Answer: C
If , then x = ?
Answer: C
In Δ XYZ, ∠X = 90°, YZ = 15 cm, and XZ = 12 cm. Then find Cos Y.
Answer: C
In a 1500 m race, if vehicle P gives vehicle Q a start of 200 m, then vehicle P wins the race by 8 sec. Alternatively, if vehicle P gives vehicle Q a start of 400 m, the race ends in a dead heat. How long does vehicle P take to run 1500 m?
Answer: A
If tan A - tan B - tan C = tan A tan B tan C, what is the value of A in terms of B and C?

Answer: A
if tan2 α = 3 + Q2, then sec α + tan3 α cosec α = ?

Answer: D
What is the value of cos 45° sin 15°?

Answer: B
If 1 + sin θ = m cos θ, then what is the value of sin θ?

Answer: B
cos(30° + θ) - sin(60° - θ) = _______.

Answer: B
Find the value of the following expression. 5 (sin4 θ + cos4 θ) + 3(sin6 θ + cos6 θ) + 19sin2 θ cos2 θ
Answer: A
If sin θ = , then what is tan θ?

Answer: D
If , then ______.
Answer: D