All Free Mathematics MCQs with Answers

• A. 1400
• B. 1300
• C. 1200
• D. 1100

Explanation: After a 24% decrease, the price is 100% − 24% = 76% of the original price. If the reduced price is Rs. 912, the original price is Rs.

• A. 16%
• B. 16 1/3 %
• C. 16 2/3 %
• D. 16 3/5 %Standardized & Admissions Tests

Explanation: If y exceeds x by 20%, then y = 1.20x. The decrease from y to x is 0.20x, measured against y, so the percentage decrease is (0.20x ÷…

• A. 25%
• B. 50%
• C. 75%
• D. 33%

Explanation: The required percentage is (90 ÷ 120) × 100% = 0.75 × 100% = 75%. The likely trap is option d, 33%, which comes from calculating 120 as a…

• A. 5:4
• B. 5:2
• C. 2:5
• D. 4:5

Explanation: The equality is (x/100) × 200 = (y/100) × 250, so 200x = 250y and y:x = 200:250 = 4:5. Therefore the ratio is 4:5.

• A. 1:4
• B. 3:4
• C. 1:3
• D. 2:3

Explanation: Take z as 100%; then x = 120% of z and y = 180% of z. Therefore x:y = 120:180 = 2:3.

• A. 3:2
• B. 1:2
• C. 1:5
• D. 2:1

Explanation: If q is 100%, then p is 100% + 50% = 150% of q. Thus p:q = 150:100 = 3:2.

• A. 8 : 9
• B. 17 : 18
• C. 21 : 22
• D. Cannot be determined

Explanation: Start with 7k boys and 8k girls. After the increases, the numbers are 7k x 1.20 = 8.4k and 8k x 1.10 = 8.8k; dividing both by 0.4k gives…

• A. 216 km
• B. 240 km
• C. 228 km
• D. 200 km

Explanation: At 70 km/h, the mileage falls by 10%, so it becomes 20 km/L x 90/100 = 18 km/L.

• A. Rs. 96
• B. Rs. 95.75
• C. Rs. 96.25
• D. Rs. 104.25Credit & Lending

Explanation: A 4% discount on Rs. 100 gives a price of Rs. 96. Brokerage of 1/4% is Rs. 0.25, so total cost is Rs. 96 + Rs. 0.25 = Rs. 96.25.

• A. 5440
• B. 5480
• C. 6440
• D. 6480

Explanation: A 15% discount means the cost is 85% of the nominal stock value. Cost = 85/100 x Rs. 6400 = Rs. 5440. The likely trap is option b, Rs.

• A. Rs. 10800
• B. Rs. 10000
• C. Rs. 14400
• D. Rs. 16000Pakistan Studies Quiz

Explanation: A 12% stock gives an annual income of 12% of its nominal value, so the required nominal stock is Rs. 1200 ÷ 0.12 = Rs. 10,000.

• A. 12
• B. 15
• C. 18
• D. 20

Explanation: Each Rs. 20 share pays 9% of Rs. 20, giving a dividend of Rs. 1.80 per share. For a 12% return, market price = Rs. 1.80 ÷ 0.12 = Rs. 15.

• A. Rs.40
• B. Rs.37.50
• C. Rs.48
• D. Rs.52

Explanation: The dividend on each Rs. 50 share is 10% x Rs. 50 = Rs. 5. To earn 12.5%, the purchase price must be Rs. 5 ÷ 0.125 = Rs. 40.

• A. 7.5%
• B. 8%
• C. 9.7%
• D. None of these

Explanation: At Rs. 97 per Rs. 100 stock, Rs. 1552 buys Rs. 1552 ÷ 97 x Rs. 100 = Rs. 1600 nominal stock. Since the income is Rs.

• A. 3600(8%), 4200(9%)
• B. 4000(8%), 4200(9%)
• C. 3600(8%), 4000(9%)
• D. 4000(8%), 4000(9%)

Explanation: Selling Rs. 5000 nominal stock at Rs. 156 gives proceeds of Rs. 5000 x 156/100 = Rs. 7800. The new income must be Rs. 600 + Rs. 70 = Rs.

• A. Rs. 72
• B. Rs. 116.50
• C. Rs. 90
• D. Rs. 112.50

Explanation: A 9% stock yielding 8% has market price P satisfying 9/P = 8/100. Therefore P = (9 x Rs. 100) ÷ 8 = Rs. 112.50 per Rs. 100 stock.

• A. Rs. 500
• B. Rs. 600
• C. Rs. 650
• D. Rs. 720

Explanation: A 20% premium makes each Rs. 100 share cost Rs. 120, so Rs. 14400 buys Rs. 14400 ÷ Rs. 120 = 120 shares. The yearly dividend is 5% of Rs.

• A. 150
• B. 165
• C. 180
• D. 201

Explanation: Dividend is calculated on the face value, not on the premium or brokerage. Each Rs. 25 share pays 7.5% x Rs. 25 = Rs.

• A. 450
• B. 500
• C. 550
• D. 600

Explanation: Each share costs Rs. 25, and 2% brokerage is Rs. 25 x 0.02 = Rs. 0.50, making the total cost per share Rs. 25.50. Number of shares = Rs.

• A. Rs. 37.50
• B. Rs. 40
• C. Rs. 48
• D. Rs 52Credit & Lending

Explanation: A Rs. 50 share paying 10% gives a dividend of Rs. 5 per share. If this is 12.5% of the purchase price, that price is Rs. 5 ÷ 0.125 = Rs.