Convert Ratios To Fractions Quiz for students

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Converting between ratios and fractions is a little bit tedious because there are a lot of tricks going into it. To convert a ratio to a fraction an example could help the situation. If there is a ratio 3:5 then one has to add the numerator 3 and denominator 5 which yields the sum of 8. Hence the fraction is actually 3/8. Though tricky, consistent practice will make it easy to work and the students would enjoy it. In this quiz, there are multiple choices to aid the child in picking the answer without being driven by fear of the procedure involved here.

How to convert ratios and fractions?

A ratio is a way of comparing two or more numbers. Ratios are often written in the form of a:b, where a and b are whole numbers. To convert a ratio to a fraction, we can use the numbers in the ratio to create a fraction with a numerator of the first number in the ratio and a denominator of the second number in the ratio.

For example, let’s say we have the ratio of 3:4. To convert this ratio to a fraction, we write 3 as the numerator and 4 as the denominator: 3:4 = 3/4

Another example, let’s say we have the ratio of 5:8. To convert this ratio to a fraction, we write 5 as the numerator and 8 as the denominator: 5:8 = 5/8

It’s important to remember that a ratio is a way to compare two or more numbers, while a fraction is a way to represent a part of a whole. Therefore, a ratio can be converted to a fraction as long as the numbers used in the ratio are integers.

You can also simplify the fraction obtained by dividing numerator and denominator with their greatest common divisor (GCD)

For example, let’s say we have the ratio of 6:10. To convert this ratio to a fraction, we write 6 as the numerator and 10 as the denominator: 6:10 = 6/10 =3/5 (using GCD of 6 and 10 is 2)

It’s also important to note that when converting ratios to fractions, it’s often a good idea to write the fraction in its simplest form.

Here are some more examples of converting ratios to fractions: 4:6 = 2/3 7:9 = 7/9 10:12 = 5/6

It’s important to remember that ratios are often used in real-world situations and the ability to convert ratios to fractions is helpful in understanding those situations.

I hope this explanation helps you understand how to convert ratios to fractions. Remember that practice and repetition are key, so be sure to have your child practice converting different ratios to fractions and simplifying them.