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Answer :
To arrange these numbers from greatest to least, you can compare each number. Here's how you do it:
1. Look at the numbers: You have 0.9, 0.201, 1.57, 0.713, and 0.425.
2. Identify the largest number:
- Compare the numbers according to their values before the decimal point.
- The number 1.57 has the highest whole number value, making it the greatest.
3. Compare the decimal numbers:
- Among the remaining numbers (0.9, 0.201, 0.713, and 0.425), look at the first digit after the decimal.
- 0.9 comes next because 9 is the highest among the decimal values.
4. Continue comparing:
- Now compare 0.713, 0.425, and 0.201.
- Between 0.713 and 0.425, 0.713 is greater since 7 is more than 4.
5. Compare the remaining numbers:
- Finally, compare 0.425 and 0.201. Here, 0.425 is greater than 0.201.
So, when you put these numbers in order from greatest to least, you get:
[tex]\[ 1.57, 0.9, 0.713, 0.425, 0.201 \][/tex]
These steps help ensure that you've correctly identified the order of the numbers.
1. Look at the numbers: You have 0.9, 0.201, 1.57, 0.713, and 0.425.
2. Identify the largest number:
- Compare the numbers according to their values before the decimal point.
- The number 1.57 has the highest whole number value, making it the greatest.
3. Compare the decimal numbers:
- Among the remaining numbers (0.9, 0.201, 0.713, and 0.425), look at the first digit after the decimal.
- 0.9 comes next because 9 is the highest among the decimal values.
4. Continue comparing:
- Now compare 0.713, 0.425, and 0.201.
- Between 0.713 and 0.425, 0.713 is greater since 7 is more than 4.
5. Compare the remaining numbers:
- Finally, compare 0.425 and 0.201. Here, 0.425 is greater than 0.201.
So, when you put these numbers in order from greatest to least, you get:
[tex]\[ 1.57, 0.9, 0.713, 0.425, 0.201 \][/tex]
These steps help ensure that you've correctly identified the order of the numbers.
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