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mafiozo [28]
3 years ago
8

You purchased five August 13 futures contracts on soybeans at a price quote of 1056′6. Each contract is for 5,000 bushels with t

he price quoted in cents and 1/8 ths of a cent per bushel. Assume the contract price is 1061′4 when you close out your contract six weeks from now. What will be your total profit or loss on this investment? A) $6,480.75 B) $1,187.50 C) $950.25 D) $24,000.00 E) $16,200.50
Business
1 answer:
stira [4]3 years ago
3 0

Answer:

B) $1,187.50

Explanation:

The computation of the total profit or loss on this investment is given below:

Expiration price = 1061'4  = 1061 + 4 ÷ 8 = 1061.50

Quoted price = 1056'6 = 1056 + 6 ÷ 8 = 1056.75

Now the profit is

= (1061.50 - 1056.75) × 5000 × 5

= $1,187.50

Hence, the profit on this investment is $1,187.50

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Answer:

portfolio's standard deviation = 6.18%

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stock A = (0.15 x 31%) + (0.6 x 16%) + (0.2 x -3%) + (0.05 x -11%) = 13.1%

stock B = (0.15 x 41%) + (0.6 x 12%) + (0.2 x -6%) + (0.05 x -16%) = 11.35%

stock C = (0.15 x 21%) + (0.6 x 10%) + (0.2 x -4%) + (0.05 x -8%) = 7.95%

then we must determine the variance of each stock's return:

stock A = {[0.15 x (31 - 13.1)²] + [0.6 x (16 - 13.1)²] + [0.2 x (-3- 13.1)²] + [0.05 x (-11 - 13.1)²]} / 4 = (48.0615 + 5.046 + 51.842 + 29.0405) / 4 = 33.4975

stock B = {[0.15 x (41 - 11.35)²] + [0.6 x (12 - 11.35)²] + [0.2 x (-6- 11.35)²] + [0.05 x (-16 - 11.35)²]} / 4 = (131.868375 + 0.2535 + 60.2045 + 37.401125) / 4 = 57.4219

stock C = {[0.15 x (21 - 7.95)²] + [0.6 x (10 - 7.95)²] + [0.2 x (-4- 7.95)²] + [0.05 x (-8 - 7.95)²]} / 4 = (25.545375 + 2.5215 + 28.5605 + 12.720125) / 4 = 17.3369

portfolio's variance = (0.3 x 33.4975) + (0.4 x 57.4219) + (0.3 x 17.3369) = 38.21908

portfolio's standard deviation = √38.21908 = 6.18%

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