This is my answer...
Kitni wpm speed Hui
2.6644
You should use your calculator for such simple sums. It is far quicker and involves fewer key depressions than posting the question on WA.
The square root of 600 is 24.49489743...You should use your calculator for such simple sums. It is far quicker and involves fewer key depressions than posting the question on WA.
You should use your calculator for such simple sums. It is far quicker and involves fewer key depressions. I could tell you that the answer is 51 but how can you be sure that I did not make a mistake? Or that I am not messing about?
20
space key includ key diprision or not
To convert 2000 key depressions per hour to words per minute (wpm), you generally assume an average word length of 5 characters, including spaces. Since there are 60 minutes in an hour, 2000 key depressions per hour translates to about 33.33 key depressions per minute. Dividing that by 5 gives approximately 6.67 words per minute. Therefore, 2000 key depressions per hour equates to roughly 6.67 wpm.
20 wpm
Kitni wpm speed Hui
It stands for Key Depressions Per Hour. Also know as Key Strokes Per Hour. 10,000 is usually the standard for highly efficient data entry specialist.
5000 key depressions per hour in Gujarati typing refers to the ability to type 5000 individual key presses within an hour while using the Gujarati language keyboard layout. This metric is often used to measure typing speed and proficiency in typing in Gujarati. A higher number indicates greater typing efficiency and skill in the language. It is particularly relevant for jobs or tasks that require frequent typing in Gujarati.
1
That means that you have to type very fast (and accurately) to get the job. More specifically, you'd need to type, reliably, about 83.3 characters per minute or 16.7 wpm (words per minute).
6000 keys per hour means 6000/60 = 100 keys per minute approximate ker per word =5 100/5 = 20 therefore 6000 keys depression means you have to type accurately 20wpm\
2.6644
You should use your calculator for such sums. It is far quicker and involves fewer key depressions. I could tell you that the answer is 1.2 but how can you be sure that I did not make a mistake? Or that I am not messing about?