Which of the following numbers is in the list: 0.75, 3/5, and 70% when ordered from least to greatest?

Study for the Arithmetic Accuplacer Test. Prepare with flashcards and multiple choice questions, each with hints and explanations. Master essential arithmetic skills!

To determine the correct answer, it is important to convert all the numbers into the same format for easy comparison. The three values given are a decimal (0.75), a fraction (3/5), and a percentage (70%).

Firstly, let's convert 3/5 into a decimal. Dividing 3 by 5 gives us 0.6. Next, we convert 70% into a decimal, which can be done by dividing 70 by 100, resulting in 0.7.

Now, we compare all three values in decimal form:

  • 0.75 remains as it is.

  • 3/5 is 0.6.

  • 70% is 0.7.

When we order these from least to greatest based on their decimal values, we have:

  1. 0.6 (which is 3/5)

  2. 0.7 (which is 70%)

  3. 0.75

Since 0.75 is greater than both 3/5 and 70%, it is clear that these three values are not equal. Therefore, the correct answer to find out which number is in the list and orders from least to greatest is 70%, as it is

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