Question of the Day

Can you answer today's question?

Register Next Tests:
6/1

Jan
13
2013
224,709 responses
Question of the Day Statistics
Number Answered
Correct 175,999
Incorrect 48,710
78% correct

Mathematics > Standard Multiple Choice

Read the following SAT test question and then click on a button to select your answer. 

A train traveling 60 miles per hour for 1 hour covers the same distance as a train traveling 30 miles per hour for how many hours?

Answer Choices

Hint

When the speed of a train in miles per hour is multiplied by the travel time in hours, the distance traveled by the train is obtained. Use a variable to represent the second train’s travel time at 30 miles per hour and set up the equation that equates the distances traveled by each train.

Question of the Day

Can you answer today's question?

Register Next Tests:
6/1

Jan
13
2013
224,709 responses
Question of the Day Statistics
Number Answered
Correct 175,999
Incorrect 48,710
78% correct

Mathematics > Standard Multiple Choice

Read the following SAT test question and then click on a button to select your answer. 

A train traveling 60 miles per hour for 1 hour covers the same distance as a train traveling 30 miles per hour for how many hours?

Answer Choices

Answer

When the speed of a train in miles per hour is multiplied by the travel time in hours, the distance traveled by the train is obtained. The distance that the first train travels is 60 miles per hour times 1 hour, which is 60 miles. Using the variable x for the travel time, in hours, of the second train, the distance that the second train travels is 30 miles per hour times x hours, which is 30 times x miles. Since the two trains travel the same distance, 60 = 30 times x, which gives x = 2 hours, the travel time of the second train.