What type of ratio is a percent

Decrease Percentage. Basic Problems on Percentage. Solved Examples on Percentage. Problems on Percentage. Real Life Problems on Percentage. Word Problems on Percentage. Application of Percentage. Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need. Worksheet on Fraction into Percentage. Worksheet on Percentage into Fraction.

Worksheet on Percentage into Ratio. Worksheet on Ratio into Percentage. How can we represent this as a ratio and a fraction? The ratio of cordial to water is : or 1 : 3. One part cordial to 3 parts water. We talk about the ratio of cordial to water in many different ways: For every cup of cordial there are 3 cups of water. There is 3 times as much water as cordial.

Can you think of any more ways? Example 8: Ratios and fractional parts. A group of people is made up of 60 males and 40 females. The ratio of males to females is 60 : 40 or 6 : 4. This means that overall there is a higher proportion of males in the group, and for every 6 males there are 4 females. So we can also say that 6 out of every 10 people are males and 4 out of every 10 people are females.

The 3 ratios that represent the relationships of males and females in this group of people are:. Which ratio we choose depends on we want to say. The number of males to the number of females is 6 : 4. The number of males to the number of people is 6 : The number of females to the number of people is 4 : In the early stages of introducing ratio at a primary level we generally discuss ratios in terms of a part to part or, quantity to quantity, comparison.

At this stage part to whole relationships are often better represented by fractions or percents with which students already have some experience. When part to whole ratios are introduced care must be taken to ensure students clearly understand what is being represented. We use rates when we are measuring one quantity or amount in relation to another quantity or amount. We use them to compare how quantities change, usually over a period of time.

A significant difference between rates and ratios is that when we are forming rates, each quantity is measured in different units to form new composite units. Some rates we commonly use are:. Example 9: A hose is running water at the constant rate of litres an hour. How many litres will run in 2 hours? How many hours will it take to run litres? We know that litres runs in 1 hour and we need to find out how many litres runs in 2 hours.

Therefore litres will run in 2 hours. We know that litres runs in 1 hour and we need to know how long it takes to run litres. Therefore litres will run in 3. Quick quiz. Extra questions:. What is the ratio of pink to white in the following figure? A biro is 23 cm long and a ruler is 30 cm long. Complete the following table. Common Fraction. Decimal Fraction. A dog is three times as long as a bird.

The dog is 90 cm long. I have a g bag of sugar and a half a kilo of butter. To view the quiz answers, click here. We must always talk about ratios in context. To say or write 5 : 2, for example, has no meaning on its own. Person 1. Person 2. In a box of eight donuts two have pink sprinkles. Try to express how many percent of the donuts in the box that have pink sprinkles using proportions.

Fractions, percent and decimals can all represent the same number, but they are expressed differently. We then extend the fraction by to get the decimal in percent. Example Use cross product to determine if the two ratios form a proportion. Example In a box of eight donuts two have pink sprinkles. Example Write 0.