1. Quantity A = The time it takes to drive 110 miles at 65 miles per hour Quantity B = The time it takes to drive 130 miles at 55 miles per hour   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint Hint       2. Quantity A = 5/6 Quantity B = (5/6)4   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint       3. Five fair coins are tossed. Quantity A = The probability of getting two heads Quantity B = The probability of getting three heads   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint       4. All of Debbie's crayons are red, green or blue. One-eighth of Debbie's crayons are blue. Debbie has thrice as many blue crayons as red crayons. Quantity A = The total number of blue and red crayons Quantity B = The number of green crayons   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint       5. David earned a 70 on each of his first two tests, an 80 on his third test, and a 75 on each of the fourth and fifth tests. Quantity A = David's average after three tests Quantity B = David's average after five tests   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint       6. The Los Angeles office has 12 employees whereas the New York office has 25 employees. In each office, the number of male employees is greater than the number of female employees. Quantity A = The number of male employees in the Los Angeles office Quantity B = The number of male employees in the New York office   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint       7. Line A passes through (1,4) and (3,2). Line B is perpendicular to line A. Quantity A = The slope of line A Quantity B = The slope of line B   Quantity A is greater   Quantity B is greater   The two quantities are equal   The relationship cannot be determined from the information given   Hint