Advertisements
Advertisements
प्रश्न
उत्तर
g1 = 9.8 ms−2
g2 = 4.36 ms−2
Now, time period of pendulum is, `"T" = 2root(pi)(l/g)`
`"T"_1 = 2root(pi)(l/(g_1))`
`"T"_1 = 2root(pi)(l/9.8)`
= 2π × 0.3194 × 1 = 2.0061
Similarly,
`"T"_2 = 2root(pi)(l/(g_2))`
`"T"_2 = 2root(pi)(l/(4.36))`
= 2π × 0.4789 × 1 = 3.0071
T1 : T2 = 2.0061 : 3.0071
= 0.667 : 1
APPEARS IN
संबंधित प्रश्न
Length of the second’s pendulum is 100 cm. Find the length of another pendulum whose time period is 2.4 s.
A pendulum of length 36 cm has a time period of 1.2 s. Find the time period of another pendulum, whose length is 81 cm.
Calculate the length of the second’s pendulum on the surface of the moon when acceleration due to gravity on the moon is 1.63 ms−2.
Define the following in connection with a simple pendulum.
Effective length
Amongst the independent variable and dependent variable, which is plotted on X-axis?
State two important precautions for drawing a graph line.
How does a graph help in determining the proportional relationship between the two quantities?
Define the time period of a simple pendulum,