Suppose the modified quota is 5.47. Fill in the blanks, and round your answers to two decimal places.
(a) Find the lower quota.
(b) Find the upper quota.
(c) Find the arithmetic mean of the lower and upper quotas.
(d) Find the geometric mean of the lower and upper quotas.
(e) Round the given modified quota by comparing it with the arithmetic mean.
(f) Round the given modified quota by comparing it with the geometric mean.
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Inadequate data.
Suppose the modified quota is 8.57. Fill in the blanks, and round your answers to two decimal places.
Suppose the modified quota is 6.07. Fill in the blanks, and round your answers to two decimal places.
(a) Find the lower quota
(b) Find the upper quota
(c) Find the arithmetic mean of the lower and upper quotas.
(d) Find the geometric mean of the lower and upper quotas.
(e) round the given modified quota by comparing it with the arithmetic mean.
(f) Round the given modified quota by comparing it with the geometric mean
To answer these questions, you need to know what a quota is. A quota is a numerical value used to allocate quantities or percentages. In this case, we have a modified quota of 5.47.
(a) To find the lower quota, round down the modified quota to the nearest whole number. In this case, the lower quota would be 5.
(b) To find the upper quota, round up the modified quota to the nearest whole number. In this case, the upper quota would be 6.
(c) The arithmetic mean is the average of two numbers. To find it, add the lower quota and the upper quota together and then divide by 2. In this case, the arithmetic mean would be (5 + 6) / 2 = 5.5.
(d) The geometric mean is the square root of the product of two numbers. To find it, multiply the lower quota and the upper quota together and then take the square root. In this case, the geometric mean would be sqrt(5 * 6) = sqrt(30) ≈ 5.48.
(e) To round the modified quota by comparing it with the arithmetic mean, compare the modified quota with the arithmetic mean. If the modified quota is closer to the lower quota, round down to the lower quota. If it is closer to the upper quota, round up to the upper quota. In this case, the modified quota is closer to the lower quota (5.47 is closer to 5 than it is to 6), so it would be rounded down to 5.
(f) To round the modified quota by comparing it with the geometric mean, compare the modified quota with the geometric mean. If the modified quota is closer to the lower quota, round down to the lower quota. If it is closer to the upper quota, round up to the upper quota. In this case, the modified quota is closer to the geometric mean (5.47 is closer to 5.48 than it is to 5.5), so it would be rounded down to 5.