what is the angle formed between the hands of a clock at 25 minites past at 7
Answers
Answered by
2
as between each number in a clock is 30°(12 hour clock) the gaps between 5 & 7 is 2 then 30*2=60°
hope it helps mark as brainliest
Answered by
1
The angle formed from the hands of the clock of the time 7:25 can be solved using two steps. We have,
360/12 =30
=30 (Every hour is 30 degrees)
Between 7 hours and 25 minutes, it is 2(30) = 60 degrees.
Notice that from 7 o'clock, the short hand is 2 units after 7 and 3 units before 8 o'clock. The degree is 25/60 of an hour or 30 degrees.
To compute the excess, that is 30(25/60)=750/60=12.5 degrees.
Adding the two, we have 60+12.5=72.5 degrees.
360/12 =30
=30 (Every hour is 30 degrees)
Between 7 hours and 25 minutes, it is 2(30) = 60 degrees.
Notice that from 7 o'clock, the short hand is 2 units after 7 and 3 units before 8 o'clock. The degree is 25/60 of an hour or 30 degrees.
To compute the excess, that is 30(25/60)=750/60=12.5 degrees.
Adding the two, we have 60+12.5=72.5 degrees.
Similar questions