Quantitative Aptitude

Evaluate the two proposed answers. Which are supported? I. the smallest whole number of correct answers needed for at least 60% on a 37-question test — the numerical result in the stated units: 4. II. 25% of 240 — the numerical result in the stated units: 25.

For a 20% rise followed by a 20% fall, expressed as net percentage decrease, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the pre-tax price in rupees when a 10% tax-inclusive price is Rs 990 — the numerical result in the stated units: 900. II. the percentage points between rates of 12% and 17% — the numerical result in the stated units: 60.

For the denominator of 0.272727... expressed as a fraction in lowest terms, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the tax amount at 18% on a pre-tax price of Rs 250 — the numerical result in the stated units: 45. II. the final value after increasing 500 by 8% and then adding 20 — the numerical result in the stated units: 23.

For the percentage increase needed to reverse a 25% fall, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. a 20% rise followed by a 20% fall, expressed as net percentage decrease — the numerical result in the stated units: 800. II. the percentage by which 75 exceeds 60 — the numerical result in the stated units: 11.

For the value of (3/4 + 5/6) × 12, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the percentage of 180 represented by 45 — the numerical result in the stated units: 3. II. the denominator of 0.272727... expressed as a fraction in lowest terms — the numerical result in the stated units: 5.

For the percentage decrease needed to reverse a 25% rise, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the final value after increasing 500 by 8% and then adding 20 — the numerical result in the stated units: 560. II. 25% of 240 — the numerical result in the stated units: 25.

For the percentage by which 75 exceeds 60, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the value of (3/4 + 5/6) × 12 — the numerical result in the stated units: 11. II. the percentage points between rates of 12% and 17% — the numerical result in the stated units: 60.

For 25% of 240, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the final value after increasing 500 by 8% and then adding 20 — the numerical result in the stated units: 560. II. the percentage decrease needed to reverse a 25% rise — the numerical result in the stated units: 900.

Evaluate the two proposed answers. Which are supported? I. the percentage decrease needed to reverse a 25% rise — the numerical result in the stated units: 5. II. the value of (3/4 + 5/6) × 12 — the numerical result in the stated units: 20.

For the percentage of 180 represented by 45, identify the numerical result in the stated units.

Evaluate the two proposed answers. Which are supported? I. the percentage points between rates of 12% and 17% — the numerical result in the stated units: 5. II. 25% of 240 — the numerical result in the stated units: 25.

Find the highest common factor of 12 and 18.

Find the least common multiple of 4 and 6.

Solve for x: 2x + 3 = 13.

Equipment costing ₹1200 is sold at a 5% loss. Find the loss amount in rupees.

Four scores average 21. Three scores are 11, 16 and 26. Find the fourth score.

A container has 10 litres of milk and 5 litres of water. How many litres of water must be added to make equal quantities of milk and water?

Evaluate the two proposed answers. Which are supported? I. the least positive number added to 138 to make a multiple of 11 — the required integer: 9. II. the smallest positive integer divisible by 8, 12 and 18 — the required integer: 72.