In free space, a particle is projected from a point P on axis of a fixed rigid cone AOB, at an angle a = 37° with the axis (see figure). Distance of noint P from the apex O is x= 10 cm and the apex angle of the cone is B = 20°. All the collisions of the ball with the cone are perfectly elastic. (a) Find the distance of closest approach of the ball from the apex. Ans
In free space, a particle is projected from a point P on axis of a fixed rigid cone AOB, at an angle a = 37° with the axis (see figure). Distance of noint P from the apex O is x= 10 cm and the apex angle of the cone is B = 20°. All the collisions of the ball with the cone are perfectly elastic. (a) Find the distance of closest approach of the ball from the apex. Ans
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ニtinンリ23
i In free space, a particle is projected from a point P on axis of a fixed rigid
cone AOB, at an angle a = 37° with the axis (see figure). Distance of
noint P from the apex O is x= 10 cm and the apex angle of the cone is B
= 20°. All the collisions of the ball with the cone are perfectly elastic.
(a) Find the distance of closest approach of the ball from the apex. Aws: x Sin-6cm
6) How many times will the ball collide with the cone?
A
f 366-24tB
- Tnteger furt d 360-244=7
2B
1 Parallel beam of light incident normally on a wall illuminates a round](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F51f85404-cd9e-45a0-8889-becad509a325%2Fb1320cc7-78c6-47e2-a5c5-bc8420b51bd3%2Fa4iow6q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:レ
ニtinンリ23
i In free space, a particle is projected from a point P on axis of a fixed rigid
cone AOB, at an angle a = 37° with the axis (see figure). Distance of
noint P from the apex O is x= 10 cm and the apex angle of the cone is B
= 20°. All the collisions of the ball with the cone are perfectly elastic.
(a) Find the distance of closest approach of the ball from the apex. Aws: x Sin-6cm
6) How many times will the ball collide with the cone?
A
f 366-24tB
- Tnteger furt d 360-244=7
2B
1 Parallel beam of light incident normally on a wall illuminates a round
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