An oscillating block-spring system takes 0.754 s to begin repeating its motion. find (a) the period, (b) the frequency in hertz, and (c) the angular frequency in radians per second.

Respuesta :

Given is the time T=0.754 sec

(a)

The problem describes the time taken to execute one cycle of the motion. The period is T=0.75s.

(b)

Using the Formula of frequency is

                         f=1/T

                         f=1/T

                           ≈1.3Hz

where the SI unit abbreviation Hz stands for Hertz, which means a cycle-per-second.

(c)

For finding the angular frequency following formula will be used:

                           ω=2πf

where ω is the angular frequency

f denotes the frequency

Since 2π  radians are equivalent to a cycle

                            ω=2πf

                                =2*3.12*1.3

                             ω=8.4rad/s.

Therefore

(a) the period=0.754 sec

(b) the frequency in hertz is 1.3Hz

(c) the angular frequency is 8.4rad/s.

To learn more about Oscillation:

brainly.com/question/17133973

#SPJ4