Answer:
Profit $3,567
I would exercise my option by buying the shares before the expiration .
Explanation:
Calculation of how much profit would you make trading $1,000,000
First step is to multiply the spot rate on the final day by the trading amount
3.4329s*$1,000,000
=$3,432,900
Second step is to divide the spot rate option by the strike price
3,432,900/3.4207
=$1,003,567
Last Step is to find the profit
Profit =$1,003,567-$1,000,000
Profit=$3,567
Therefore the amount of PROFIT you would make trading $1,000,000 will be $3,567
Based on the above calculation I would exercise my option by buying the shares before the expiration .
Answer:
the expected return on the portfolio is 15.50%
Explanation:
The computation of the expected return on the portfolio is shown below:
Total investment is
= $2,700 + $3,800
= $6,500
Now
Expected return of portfolio is
= ($2,700 ÷ $6,500) × 12 + ($3,800 ÷ $6,500) × 18
= 4.98% + 10.52%
= 15.50%
Hence, the expected return on the portfolio is 15.50%
Answer:
Net cash provided from Operating Activities $301
Explanation:
MYRIAD PRODUCTS COMPANY
Cash flow from Operating Activities:
Net Income $150
Adjustment for non cash effects:
Depreciation $84
Amortization $5
Loss on sale of land $4
Total $243
Changes in operating assets and liabilities :
Decrease in Accounts receivable $17
Decrease in Inventory $18
Increase in Accounts Payable $14
Decrease in Salaries Payable ($14)
Increase in Interest Payable $13
Increase in Income tax Payable $10
Net cash provided from Operating Activities $301
Answer:
a. 2.13. b. (30.53, 34.79). c. The mean prices for two in mid-range restaurants in Hong Kong are relatively less than those in Tokyo restaurants.
Explanation:
The size of the sample is 42 and the mean of the sample is ∑
= 32.66 and the standard deviation of the sample (σ) is √[∑(
-μ)^2 - 1] = √46.6092 = 6.8271
a. α = 1 - (95/100) = 0.05; α/2 = 0.025; the degree of freedom = n-1 = 42-1 = 41; tα/2 = t0.025 = 2.02. Thus, the error margin = (tα/2)*(σ/√n) = 2.02*(6.83/√42) = 2.1279
b. Lower level limit = 32.66 - 2.1279 = 30.5321; Upper level limit = 32.66+2.1279 = 34.7879. The interval estimate = (mean± margin of error) = (30.53, 34.79).
c. The mean prices for two in mid-range restaurants in Hong Kong are relatively less than those in Tokyo restaurants.
