what is the angle subtended between an hour hand and a minute hand at 10:30 ?
Answers
Answer:
135°
Step-by-step explanation:
Answer is shown above the image
Answer:
Finding the angle formed by any two consecutive clock numbers is the first step in solving this puzzle. The angle between the clock's minute and hour hands will be determined using this. The hour hand will be between 10 and 11 because it is 10:30, and the minute hand will be at 6. Finally, we will identify the type of angle based on the angle that has formed.
Step-by-step explanation:
When it is 10:30, what kind of angle is formed by the hands of the clock?
Here, there is a 30 degree angle between any two consecutive numbers on a clock.
We now understand that the minute clock will be at 6 when the time is 30 minutes.
And at 10:30, the hour clock will be between 10 and 11. For better comprehension, let's depict a clock here.
There are currently 4 parts (numbers) between 6 and 10. Therefore, a 6 to 10 degree angle will be 4 30 degrees, or 120 degrees. Similarly, there are 5 parts that range from 6 to 11. Thus, the angle between 6 and 11 will be 5 x 30 = 150.
As a result, our angle will be exactly halfway between 10 and 11 and between 120 and 150 degrees, making it equal to 135 degrees.
Therefore, 135 degrees is the required angle for the clock's hands at 10:30.
It is an obtuse angle because 135 degrees is greater than 90.
To Learn more About clock numbers Refer To:
https://brainly.in/question/5440360
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