To find the angle between the hour and minute hands at 10 o'clock, we can use the formula: angle = |(30hour - 5.5minutes)|. At 10:00, the hour hand is at 10 and the minute hand is at 0. Plugging in the values, we get: angle = |(3010 - 5.50)| = |300| = 300 degrees. However, since a circle is 360 degrees, the smaller angle is 360 - 300 = 60 degrees. Thus, the angle between the hands at 10 o'clock is 60 degrees.
As one angle increases, its counterpart on the clock decreases. The acute angle is greater at 8 o'clock but the reflex angle is greater at 10 o'clock.
It is a obtuse angle.
obtuse
It will form a 300 degrees reflex angle
The correct answer is 120 DEGREES
As one angle increases, its counterpart on the clock decreases. The acute angle is greater at 8 o'clock but the reflex angle is greater at 10 o'clock.
It is a obtuse angle.
60°
60o
30 degrees.
150
obtuse
180/3=60 degrees
It will form a 300 degrees reflex angle
The correct answer is 120 DEGREES
obtuse angle
obtuce angle