100 KHZ to Seconds – Full Calculation Guide

The conversion of 100 kHz to seconds results in 0.00001 seconds.

This is because frequency in kilohertz (kHz) measures how many cycles occur per thousand seconds, and to get the period (time for one cycle) in seconds, you take the reciprocal of the frequency in hertz (Hz). Since 1 kHz equals 1,000 Hz, 100 kHz is 100,000 Hz. The formula used is: period = 1 / frequency. So, 1 / 100,000 Hz equals 0.00001 seconds per cycle.

Conversion Result


Result in seconds:

Conversion Formula

The formula to convert kilohertz to seconds is: period (seconds) = 1 / (frequency in Hz). Since 1 kHz equals 1,000 Hz, you multiply the given kHz value by 1,000 to get Hz, then take the reciprocal. For example, for 100 kHz: 100,000 Hz; period = 1 / 100,000 = 0.00001 seconds. This works because frequency and period are inverses.

Conversion Example

  • Convert 50 kHz to seconds:
      – 50 kHz = 50,000 Hz.
      – Period = 1 / 50,000 = 0.00002 seconds.
  • Convert 200 kHz to seconds:
      – 200 kHz = 200,000 Hz.
      – Period = 1 / 200,000 = 0.000005 seconds.
  • Convert 10 kHz to seconds:
      – 10 kHz = 10,000 Hz.
      – Period = 1 / 10,000 = 0.0001 seconds.
  • Convert 1.5 kHz to seconds:
      – 1.5 kHz = 1,500 Hz.
      – Period = 1 / 1,500 ≈ 0.0006667 seconds.
  • Convert 125 kHz to seconds:
      – 125 kHz = 125,000 Hz.
      – Period = 1 / 125,000 = 0.000008 seconds.

Conversion Chart

kHzSeconds
75.00.0000133
80.00.0000125
85.00.0000118
90.00.0000111
95.00.0000105
100.00.00001
105.00.0000095
110.00.0000091
115.00.0000087
120.00.0000083
125.00.000008

This chart helps quickly find the seconds for specific kHz values. To read, locate your kHz in the first column and see the corresponding seconds in the second column. It makes comparing frequencies and periods easy at a glance.

Related Conversion Questions

  • What is the period in seconds of a 100 kHz signal?
  • How many seconds does 150 kHz correspond to?
  • Convert 75 kHz to seconds, what is the answer?
  • How do I find the duration of a cycle for 200 kHz?
  • What is the period in seconds for 0.5 MHz frequency?
  • Is the period of 125 kHz faster or slower than 100 kHz?
  • How long does one cycle last at 90 kHz?

Conversion Definitions

khz

Khz (kilohertz) is a unit measuring frequency, representing thousands of cycles per second. It is used in electronics, radio, and signal processing to quantify how frequently a wave oscillates within one second.

seconds

Seconds are a fundamental time measurement unit representing one sixtieth of a minute. In conversions, seconds are used to specify the duration of one cycle or event, especially in wave and signal timing contexts.

Conversion FAQs

How does increasing kHz affect the period in seconds?

As the kHz value increases, the period in seconds decreases because they are inversely related. Higher frequency means more cycles per second, so each cycle takes less time, resulting in a smaller period.

Can I convert MHz to seconds using this method?

Yes, but you need to first convert MHz to kHz or Hz. Since 1 MHz equals 1,000 kHz or 1,000,000 Hz, then apply the same formula: period = 1 / (frequency in Hz). Just ensure the units are consistent before calculation.

Why is the period so small at high frequencies like 100 kHz?

Because high frequency signals complete many cycles quickly, the time for a single cycle (period) becomes very small. This tiny period allows rapid oscillations, which is useful in high-speed communications and processing.

One request?

I’ve put so much effort writing this blog post to provide value to you. It’ll be very helpful for me, if you consider sharing it on social media or with your friends/family. SHARING IS ♥️

Want to save this article for later? Click the heart in the bottom right corner to save to your own articles box!

About Author

Chara Yadav holds MBA in Finance. Her goal is to simplify finance-related topics. She has worked in finance for about 25 years. She has held multiple finance and banking classes for business schools and communities. Read more at her bio page.