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कंपनी समाचार :
- What is 25% of 30? [Solved] - Cuemath
What is 25% of 30? A percent is a ratio of a number expressed out of 100 Answer: 25% of 30 is 15 2 or 7½ as a fraction and 7 5 as a decimal Let's find 25% of 30 Explanation: 25% of 30 can be written as 25% × 30 = 25 100 × 30 = 15 2 = 7½ = 7 5 Thus, 25% of 30 is 15 2 or 7½ as a fraction and 7 5 as a decimal
- Percentage - Formula | How To Calculate Percentage? - Cuemath
He spends, 60 min on math, 30 min on science, and 30 min on social studies Then find the percentage of time for each subject Solution: Percentage of time for math = 60 120 × 100 = 50% Percentage of time for science = 30 120 × 100 = 25% Percentage of time for social studies = 30 120 × 100 = 25%
- Bad performance RAM usage 25-30% with nothing open
1 8 GB usage on a system with 8 GB RAM does not seem unusual or problematic And there is 5 9 GB available Even if usage was high (which does not appear to be case) it would not cause a problem unless there was a shortage, which there clearly is
- Percentage Loss Calculator - Online Percentage Loss Calculator - Cuemath
= 25% Therefore, percentage loss = 25% Similarly, you can try the calculator to find the percentage loss 1) If the cost price of a refrigerator is $72000 but the selling price of a refrigerator is $60000 2) If the cost price of a television is $25000 but the selling price of a refrigerator is $15000 ☛ Related Articles: Profit and loss
- Convert given per cents to decimal fractions and also to . . . - Cuemath
(a) 25% (b) 150% (c) 20% (d) 5% Solution: (a) 25% The decimal fraction will be, = 25 100 = 0 25 Simplest form of fraction will be 25 100 = 5 100 = 1 4 (b) 150% The decimal fraction will be, = 150 100 = 1 5 Simplest form of fraction will be 150 100 = 30 20 = 3 2 (c) 20% The, decimal fraction will be 20 100 = 2 10 = 0 20 Simplest form
- How many litres of water will have to be added to 1125 litres . . . - Cuemath
NCERT Solutions Class 11 Maths Chapter 6 Exercise ME Question 13 How many litres of water will have to be added to 1125 litres of the 45% solution of acid so that the resulting mixture will contain more than 25% but less than 30% acid content?
- Windows explorer constantly consuming 30-35% CPU! How to stop this?
My Windows 10 Pro system recently developed the nasty habit that there always is a Windows Explorer task running that consumes 30-35% CPU (on a 2-core+HT=4 virtual cores) system - a Microsoft Surface Pro laptop tablet This causes heavy drain on battery and causes the vent to run high speed all the time, which is quite annoying!
- How to Change Zoom Level in Microsoft Edge Chromium
Microsoft Edge allows you to set a default zoom level between 25% and 500% used for all sites by default The default setting is 100% Microsoft Edge also allows you to set an individual zoom level between 25% and 500% to always be used for specific sites instead of the default zoom level (ex: 100%)
- Convert each part of the ratio to percentage: - Cuemath
Class 7 Maths NCERT Solutions Chapter 8 Exercise 8 3 Question 2 Summary: The conversion of the following ratios to percentage (a ) 3:1 (b) 2:3:5 (c) 1:4 (d) 1:2:5 are a) Percentage of first part = 75%, Percentage of second part = 25%, b) Percentage of first part = 20%, Percentage of second part = 30%, Percentage of third part = 50%, c) Percentage of first part = 20%, Percentage of second part
- A hat that costs $25 is on sale for 30% off. What is the sale . . . - Cuemath
A hat that costs $25 is on sale for 30% off What is the sale price? Solution: Given, cost price of hat = $25 Discount = 30% We have to find the sale price Discount price = discount % × cost price Discount price = (30 × 25) 100 = 750 100 = 7 50 Discount price = $7 50 Sale price = cost price - discount price So, sale price = 25 - 7 50
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