Q: Give you the sample of lowest terms of fractions?

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1 1/4, 20/16, 30/24, 40/32 and so on.... 5/4 would have the lowest denominator. Multiplying numerator and denominator by the same number will give equivalent value fractions.

Find their lowest common denominator and adjust their numerators accordingly and then add them together. By dividing the sum by 2 will give you the halfway result

10/4 is an improper fraction. It is equivalent to 2 and 2/4 as a mixed number and 2 and 1/2 in lowest terms.

give me a answer

16/22 Divide the numerator and denominator by their greatest common factor, 2, to give the answer = 8/11

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There are an infinite number of fractions that equal 2/3rd's in lowest terms. I will give you the first 5 and you can go from there.2/34/68/1216/2432/4864/96

First, simplify this fraction to simplest terms. That will give you one equivalent fraction. If you want additional equivalent fractions, multiplying numerator and denominator by the same number will give you additional equivalent fractions.

Work it out smartypants. I'll give you a clue, 375 divided by 180 is 2.17.

1 1/4, 20/16, 30/24, 40/32 and so on.... 5/4 would have the lowest denominator. Multiplying numerator and denominator by the same number will give equivalent value fractions.

Find their lowest common denominator and adjust their numerators accordingly and then add them together. By dividing the sum by 2 will give you the halfway result

10/4 is an improper fraction. It is equivalent to 2 and 2/4 as a mixed number and 2 and 1/2 in lowest terms.

A larger sample size will give more accurate answers but at a greater cost. The skill of a statistician is in determining the optimum sample size in the trade off between accuracy and cost. The costs are both in terms of the cost of collecting and processing additional information against the risk of getting the answer wrong.

Of course :)

give me a answer

16/22 Divide the numerator and denominator by their greatest common factor, 2, to give the answer = 8/11

A larger random sample will always give a better estimate of a population parameter than a smaller random sample.

7/3