How do you multiply whole numbers by fraction example?

1 Answer

Answer :

Multiply the numerator of the fraction by the whole number for the new numerator. The denominator remains the same. Then, see if the fraction can be simplified. Also, you may wish to convert improper fractions into mixed numbers.Example 1: 6 * (4/9)6*4 = 24 so the product is 24/9. This can be simplified (common factor 3) to 8/3, which as a mixed number is 2 2/3.Example 2: 2 * (4/9)2*4 = 8 so the product is 8/9. This cannot be simplified.

Related questions

Description : How do you multiply whole numbers by fraction example?

Last Answer : Multiply the numerator of the fraction by the whole number for the new numerator. The denominator remains the same. Then, see if the fraction can be simplified. Also, you may wish to convert improper fractions into mixed ... : 2 * (4/9)2*4 = 8 so the product is 8/9. This cannot be simplified.

Description : What can you find how finding a whole number estimate before your multiply the decimal can help you make sure your decimal placement is correct?

Last Answer : Not really.If you are competent in using the basic operations of arithmetic (+ - * /) and follow the riles as these apply to decimal numbers then the decimal point will be correctly placed and ... that competent then how can you be sure that the whole number estimate that you find is accurate?

Description : What fraction of whole numbers is equal to 17100 and that has a denominator that is a power of 10?

Last Answer : 17100 = 17100/1= 17100/1 10/10 = 171000/10= 17100/1 10²/10² = 1710000/100= 17100/1 10³/10³ = 17100000/1000...= 17100/1 10ⁿ/10ⁿThere is no upper limit to this sequence: n = 0, 1, 2, ... none of the wholenumbers.-----------------------This is a problem of dealing with the infinite.

Description : What fraction of whole numbers is equal to 17100 and that has a denominator that is a power of 10?

Last Answer : 17100 = 17100/1= 17100/1 10/10 = 171000/10= 17100/1 10²/10² = 1710000/100= 17100/1 10³/10³ = 17100000/1000...= 17100/1 10ⁿ/10ⁿThere is no upper limit to this sequence: n = 0, 1, 2, ... none of the wholenumbers.-----------------------This is a problem of dealing with the infinite.

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Last Answer : You do not but you are more likely to make mistakes if youdon't.

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