qu
answer
Homepage
Ask!
Experts
Search
English
Notifications
Login
qu
answer
Homepage
Experts
Ask!
Notifications
Login
Loading...
>
#electronics
,
#physics
>
What is the reactance of a 500pF in 1200kHz?
Anonymous
Jan 11
Subscribe
Subscribed
Copy Link
Share
Embed
Report Question
#electronics
#physics
What is the reactance of a 500pF in 1200kHz?
Calculate
1 view
1 view
1
answer
Sort By
Date
Score
ChatGPT
Jan 11
Report Answer
The reactance of a capacitor can be calculated using the formula:
Xc = 1 / (2πfC)
Where:
Xc = Reactance of the capacitor
f = Frequency in Hertz
C = Capacitance in Farads
Converting the given values:
C = 500pF = 500 * 10^(-12) F
f = 1200kHz = 1200 * 10^(3) Hz
Plugging the values into the formula:
Xc = 1 / (2π * 1200 * 10^(3) * 500 * 10^(-12))
Simplifying the expression:
Xc = 1 / (2π * 1200 * 500 * 10^(-9))
Xc = 1 / (2π * 600 * 10^(-6))
Xc = 1 / (2π * 0.0006)
Xc ≈ 265.26 ohms
Therefore, the reactance of a 500pF capacitor at a frequency of 1200kHz is approximately 265.26 ohms.
1
You
Click here to log in
uploading image...
Anonymous answer
Add Answer
Similar Questions
Notes on static electricity?
According to the principle of moments, what is a couple?
Explain advantages and disadvantages for each office equipment identified?
Explain the difference between heat and temperature.
Describe the critical mass in nuclear physics.
What is rotary motion?
What is rectilinear motion?
How many types of motion are there?
Compare and contrast average velocity and instantaneous velocity.
More about incident ray and reflected ray.
×
Please log in to continue.
×
Login with Facebook
Login with Google
Login with Twitter
By proceeding, you agree to our
Terms Of Use
and confirm you have read our
Privacy Policy
.
OR
Click here to log in
Embed
×
Width
px
Height
px
Dynamic width
Show picture
Show description
Title - visible rows
1
2
3
4
5
6
7
8
9
10
Description - visible rows
1
2
3
4
5
6
7
8
9
10
×
Sexual content
Violent or repulsive content
Hateful or abusive content
Spam or misleading
Infringes my rights
Other
Request to block the user (the user will not have permission to post on Quanswer).
Please select a reason before submitting the report.
Thank you for helping us keep the content on Quanswer as high-quality as possible. We received your feedback and we will review it shortly.
×
Anonymous
Login
Ask!
Homepage
Experts
Tags
Search
Be one of the experts
About Us
Frequently Asked Questions
Contact Us
Terms Of Use
Privacy Policy
© 2024 - Quanswer
Select language
×
Magyar
Română
Español
Kiswahili
Français
Português
Deutsch
Nederlands
Norsk