3) The time period of the pendulum is 5s. How many oscillations does it make in 130 s?​

Answers 2

Answer:

For 15 oscillation it takes 30 sec

For one oscillation Tme period = 30/15 = 2sec

Frequency = 1/ Time period

=1/2=0.5 Hz

Answer: The pendulum completes 26 oscillations in 130 sec

Explanation:

Given,

The time period of oscillation (T)= 5 sec

This means the pendulum completes one oscillation in 5 sec

Therefore the number of oscillations in 130 s is given by (n) = [tex]\frac{130}{5} =26[/tex]

∴ The pendulum completes 26 oscillations in 130 sec.

If you know the answer add it here!

Can't find the answer?

Other related questions that may help you

find the √ of the following by the division method a 71289 b 83521​

answer = 267

First we need to pair 2 digits and then we should see it is divisible or not and then after taking the other number down we have double the quotient

Hope you understand

√71289 = 267 and √83521 = 289

answer img
I care for my studies as much as I care for playing football well use don't​

Answer:

I don't care for my studies as much as I care for playing football

Answer:

i don't care for my studies as much as i care for playing football.

calculate the concentration of solution when 12 g of glucose is dissolved in 88 g of water​

Answer:

concentration of solution will be 12 %

Explanation:

Mass percent of solute =

( mass of solute/mass of solutions)×100

Mass of solute = 12 g

Mass of solvent = 88 g

Mass of solution = 100 g

(12/100)×100

=12%

8/7 * 49/64 + 1/2 * 3/4 + 7/8 * (-2/3) Pls answer T-T

Given expression be ;

[tex][\frac{8}{7} *\frac{49}{64} ]+[\frac{1}{2} *\frac{3}{4}] + [\frac{7}{8} *\frac{-2}{3}][/tex]

after solving we get ;

[tex]\frac{7}{8} + \frac{3}{8} + \frac{-7}{12}\\\\\frac{10}{8} + \frac{-7}{12} \\\\\frac{2}{3}[/tex]

So , the answer is    [tex]\frac{2}{3}[/tex]

Other Physics Questions

Log in with Google

 or

Forgot your password?

I don't have an account, and I want to Register

Choose a language and a region

English

United States

Polski

Polska

Português

Brasil

English

India

English

Philippines

Español

España

Bahasa Indonesia

Indonesia

Türkçe

Türkiye
How much to ban the user?
1 hour 1 day 100 years