(a) Use the midpoint of each class, and call the midpoint of the last class 66.5 months, for purposes of computing the expected lease term. Also find the standard deviation of the distribution. (Round your answers to two decimal places.)
x | P(x) | x* P(x) | x square | x 2* P(x) |
18.5 | 0.121 | 2.24 | 342.25 | 41.41225 |
30.5 | 0.400 | 12.20 | 930.25 | 372.100 |
42.5 | 0.259 | 11.01 | 1806.25 | 467.819 |
54.5 | 0.215 | 11.72 | 2970.25 | 638.604 |
66.5 | 0.005 | 0.33 | 4422.25 | 22.111 |
sum | 37.50 | 10471.25 | 1542.046 |
E(x) = sum of x. P(x)
Expected lease term = 2.24 + 12.20 + 11.01 + 11.72 + 0.33 = 37.50
Standard deviation
Standard deviation = 11.67
(a) Use the midpoint of each class, and call the midpoint of the last class 66.5...
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