Arithmetic Topics (Set of quantitative comparison: 9)
| Select Exercise Lists |
| Selected Set: 9 (quantitative comparison) |
| Answer Sheet of Set 9 (quantitative comparison) |
| For any positive integer n, π(n) represents the number of factors of n, inclusive of 1 and itself. a and b are prime numbers | |
| Quantity A | Quantity B |
| πA + πB | π(a × b) |
| Quantity A is greater. | |
| Quantity B is greater. | |
| The two quantities are equal. | |
| The relationship cannot be determined without further information. |
| The positive integers m and n leave a remainder of 2 and 3, respectively, when divided by 6.m > n. | |
| Quantity A | Quantity B |
| The remainder when m + n is divided by 6 | The remainder when m – n is divided by 6 |
| Quantity A is greater. | |
| Quantity B is greater. | |
| The two quantities are equal. | |
| The relationship cannot be determined without further information. |
| Quantity A | Quantity B |
| 15% of 30 | √ 28 |
| Quantity A is greater. | |
| Quantity B is greater. | |
| The two quantities are equal. | |
| The relationship cannot be determined without further information. |