At 2:25, the distance between the tip of the hour hand and the minute will be greater.
What is the distance between the hour and the minute hand?
The distance between the hour hand and the minute hand is measured in degrees and the higher the degree, the greater is the distance between the tip of the hour hand and the tip of the minute hand.
From an hour to another;
So, starting from 12 toward the clockwise direction, the tip of the hour shift twice; i.e.
= 2 × 30°
= 60°
Now, in 2hr : 20 minutes, the distance is:
[tex]\mathbf{= 60+(\dfrac{20}{60})\times 30^0}[/tex]
= 70°
In 2hr : 25 minutes, the distance is:
[tex]\mathbf{= 60+(\dfrac{25}{60})\times 30^0}[/tex]
= 72.5°
Thus, at 2:25, the distance between the tip of the hour hand and the minute will be greater.
Learn more about time-distance here:
https://brainly.com/question/4931057
