Question

How can 7 be 700 in expanded form

Time differences
Problem
Look at the time on the following clocks.
A clock. The short hand points about halfway between 11 and 12 and the long hand points to the third tick mark after 6.
A clock. The short hand points about halfway between 11 and 12 and the long hand points to the third tick mark after 6.
A clock. The short hand points to 12 and the long hand points to the third tick mark after 1.
A clock. The short hand points to 12 and the long hand points to the third tick mark after 1.
How much time has passed from the first clock to the second clock?
The time passed is less than
\[1\] hour.
minutes

Answer 1

The topic involves time conversion and the calculation of elapsed time. It requires understanding unit conversion for time and analyzing clock faces to determine how much time has passed between two given times.

Step-by-step explanation:

The question pertains to the concept of time conversion and elapsed time in the context of mathematics, specifically focusing on understanding how to convert units of time and calculate the difference between two time intervals represented on clocks. When converting units of time, such as seconds to minutes or minutes to hours, the standard conversion factors are used (60 seconds = 1 minute, 60 minutes = 1 hour). For elapsed time, one must compare the start and end times by looking at the position of the hour and minute hands on an analog clock and then calculating the difference in time between these two points. For example, if the short hand on a clock moves from just before 12 to just before 3, the elapsed time is 3 hours, as each hour represents a movement from one number to the next on the clock face.