$calculating fractions to percentages$

$calculating fractions to percentages$

Out of this, he spends 60% of food and other items of daily need, 10% on rent and 5% on petrol for his scooter. Hence Alice paid £20,400 for the computer. Regular price of notebook computer = £25,500Īmount paid by Alice = Regular Price – Discount

$calculating fractions to percentages$

How much discount did Alice get? How much did she pay for the computer? Alice bought it from an online shopping site, which was selling it at a 20% discount on the regular price. The regular price of a computer was £25,500. Number of pages that were left = 75% of 24

$calculating fractions to percentages$

Silvia had completed 25% of 24 pages by the evening. By the evening, she had completed 25% of her work. Number of girls in the school = 600 – 360 = 240 Example 2 Therefore, number of boys in the school = 360 How many girl students are there in the school? Everyday Life Problems Involving Use of Percentage Example 1 Thus 44 per cent will be written as 44%.Īs Peter’s percentage is more than Henry’s, his performance is better. You can say that 44 per cent of the squares are shaded.įor per cent, we use the symbol “%”. Per cent means per hundred, as cent means hundred. When a fraction has 100 as the denominator, we call it a percentage. You can also say that 44 squares per hundred are shaded. There are 44 shaded small squares in this square. The shaded squares will always be a fraction of 100. Converting a Fraction or a Ratio into a Percentage.Everyday Life Problems Involving Use of Percentage.

$calculating fractions to percentages$

Calculating fractions to percentages