(a) Identify the kind of motion in the following cases:
(i) A car moving with constant speed turning around a curve.
(ii) An electron orbitting around nucleus.
(b) An artificial satellite is moving in a circular orbit of radius 36,000 km. Calculate its speed
if it takes 24 hours to revolve around the earth.
Answers
Answered by
446
a)
i - Circular Motion
ii - Circular motion
b) Raidus = 36000km
Circumference = 2πr
= 2×22/7× 36000
= 22685.71429
Now here circumference = Distance of the path travelled ( orbit)
Also we know that the moon travels its orbit once in 24hrs
Thus Distance = 22685.71429
Let Speed = x
Time taken = 24 hrs
Also, Speed = Distance/Time
Thus, x = 22685.71429/24
Speed = 9428.5714288 km/hr
Speed = 9428.66 km/hr (round off)
Hope it helps.
i - Circular Motion
ii - Circular motion
b) Raidus = 36000km
Circumference = 2πr
= 2×22/7× 36000
= 22685.71429
Now here circumference = Distance of the path travelled ( orbit)
Also we know that the moon travels its orbit once in 24hrs
Thus Distance = 22685.71429
Let Speed = x
Time taken = 24 hrs
Also, Speed = Distance/Time
Thus, x = 22685.71429/24
Speed = 9428.5714288 km/hr
Speed = 9428.66 km/hr (round off)
Hope it helps.
Answered by
12
Answer:
The answers are a) Circular motion and b) 9425 km/hr.
Explanation:
a) Both the examples i.e. a car turning around a curve and an electron orbiting around nucleus are examples of circular motion.
b) Given,
Radius of circular orbit = 36000 km
Hence,
Distance travelled by satellite in a day = 2πr
= 2 x 3.14 x 36000
= 226195 km
Hence, Speed of the satellite
= Distance/time
= 226195/24
= 9425 km/hr
#SPJ2
Similar questions