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If m=7.2 rounded to 1 decimal place and n=3 rounded to the nearest integer

a) Find the maximum value of m - n
b) Find the minimum value of m ÷ n

1 Answer

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Final answer:

The maximum value of m - n is 4.2 and the minimum value of m ÷ n is 2.4.

Step-by-step explanation:

To find the maximum value of m - n, we need to use the rounded values of m and n. Since m is rounded to 1 decimal place, the maximum value of m is 7.2. n is rounded to the nearest integer, which means the maximum value of n is 3. Therefore, the maximum value of m - n is 7.2 - 3 = 4.2.

To find the minimum value of m ÷ n, we need to use the rounded values of m and n. Since m is rounded to 1 decimal place, the minimum value of m is 7.2. n is rounded to the nearest integer, which means the minimum value of n is 3. Therefore, the minimum value of m ÷ n is 7.2 ÷ 3 = 2.4.

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