Answer:
A. Investment
Explanation:
The money that you need to pay to purchase and acquire a part of a company is an investment. This investment can be used, for example, to buy stock. A stock is a title of ownership of a company for the percentage of the company that the stock represents. If I own 100 stocks that represent 1% of a company, then, I own 1% of that company. In other words, my investment (my money) is worth 1% of said company.
Dream jobs are mostly complex jobs that require alot of effort and time to achieve. The main way to achieve their dream jobs is to dedicate themselves to it and keep striving towards their goal.
Let x be the original price of an item. For the first case, the employee avails the 25% first then the 10%.
Price: (0.75x)(0.90) = 0.675x
For the second case, the 10% discount is availed first then, the 25%.
Price: (0.90x)(0.75) = 0.675x
Thus, whichever is the case, the price would be the same. The answer is letter D.
Answer:
Manufacturing overhead volume variance= $1,200 unfavorable
Explanation:
<u>First, we need to calculate the predetermined overhead rate:</u>
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Predetermined manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Fixed Predetermined manufacturing overhead rate= 1,200,000/240,000
Fixed Predetermined manufacturing overhead rate= $5 per machine hour
<u>Now, to calculate the fixed manufacturing overhead volume variance, we need to use the following formula:</u>
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Manufacturing overhead volume variance = Actual Factory Overhead - Budgeted Allowance Based on Standard Hours
Manufacturing overhead volume variance= (101,200) - (5*20,000)
Manufacturing overhead volume variance= $1,200 unfavorable
Answer:
Probability = 45%
Explanation:
The stock is above 42 after 4 months. Well the distribution of the stock after 4 months (1/3 of a year) satisfies.
ln(S/40) = a normal distribution with mean μt - 0.5σ^{2t} and
std dev σsqrt(t) => a normal distribution with mean 0.03 and std dev 0.1385
ln(S/40) => ln( 42 / 40 ) => 0.049.
Convert to standard normal => (0.049-0.03)/0.1385 => 0.133
The answer is the area of the normal distribution above 0.133 which is about 45%
Hope this helps!
