Advertisements
Advertisements
प्रश्न
Convert the following angle into radian:
250°
Advertisements
उत्तर
We know that, 180° = πc
∴ 1° = `(pi/180)^"c"`
250° = `(250 xx pi/180)^"c"`
= `((25pi)/18)^"c"`
APPEARS IN
संबंधित प्रश्न
Convert the following angle into radian:
85°
Convert the following angle into radian:
−132°
Convert the following angles into radian:
65°30′
Convert the following angles into radian:
75°30′
Convert the following angles into radian:
40° 48′
Convert the following angles in degree.
`(7pi^"c")/12`
Convert the following angles in degree:
5c
Convert the following angles in degree:
`(11pi^"c")/18`
Convert the following angles in degree:
`((-1)/4)^"c"`
Express the following angle in degree, minute and second:
(183.7)°
Express the following angle in degree, minute and second:
(245.33)°
Express the following angle in degree, minute and second:
`(1/5)^"c"`
In ∆ABC, if m∠A = `(7pi^"c")/36`, m∠B = 120°, find m∠C in degree and radian.
The sum of two angles is 5πc and their difference is 60°. Find their measures in degrees.
The measures of the angles of a triangle are in the ratio 3:7:8. Find their measures in degrees and radians.
The measures of the angles of a triangle are in A.P. and the greatest is 5 times the smallest (least). Find the angles in degrees and radian.
In a cyclic quadrilateral two adjacent angles are 40° and `pi^"c"/3`. Find the angles of the quadrilateral in degrees.
Find the degree and radian measure of exterior and interior angle of a regular hexagon
A pendulum of length 14 cm oscillates through an angle of 18°. Find the length of its path.
Select the correct option from the given alternatives :
156° is equal to
Select the correct option from the given alternatives :
A horse is tied to a post by a rope. If the horse moves along a circular path, always keeping the rope tight and describes 88 metres when it traces the angle of 72° at the centre, then the length of the rope is
Angle between hand’s of a clock when it shows the time 9.45 is ______.
Answer the following :
Find the number of sides of a regular polygon, if each of its interior angle is `(3pi^"c")/4`.
Answer the following :
Find the radius of the circle in which central angle of 60° intercepts an arc of length 37.4 cm.
Show that the minute-hand of clock gains 5°30' on the hour-hand in one minute.
Answer the following :
A train is running on a circular track of radius 1 km at the rate of 36 km per hour. Find the angle, to the nearest minute, through which it will turn in 30 seconds.
