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Answer :
Final answer:
The numbers arranged from greatest to least are 10, 10(1/25), 1/25, -0.32. This is done by understanding their numerical values and using the concept of relative value.
Explanation:
To place the numbers (1/25), 10(1/25), 10, and -0.32 in order from greatest to least, we first need to understand their numerical values. 1/25 is the fraction equivalent to 0.04, while 10(1/25) is the same as 10*0.04 which equals 0.4. The numbers, thus, from greatest to least, are 10 > 0.4 (= 10(1/25)) > 0.04 (= 1/25) > -0.32.
In this case, we use the concept of relative value, which in simple terms is about comparing the size of numbers. Positive numbers are always greater than negative ones and a higher positive number is greater than a lesser positive number (for instance, 10 > 0.4 > 0.04). This is a basic principle in mathematics.
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