Answer:
Mark will have at the end of six years the amount of $25,865.74
Explanation:
According to the given data we have the following:
First investment = 2500
Investment increasing at rate of 10%
Interest rate = 13%
t=6 years
Present value is given by formula = C * [((1+g)^n/(1+i)^n) - 1 ] / (g-i)
C is first value = 2,500
g is increase in investment = 0.10
i is intrest rate = 0.13
n is no of years = 6
Putting values into the equation
P = 2500* [((1+ 0.10)^6/(1+0.13)^6) - 1 ] / (0.10-0.13) 1.771561 2.08195
P = 2500* [((1.10)^6/(1.13)^6) - 1 ] / (-0.03)
P = 2500* [0.8509142870866 - 1 ] / (-0.03)
P = 2500* (-0.14908571)/ (-0.03)
P = 2500* 4.9695236
P=$12,423.809
Future value = P*(1+i)^t
= $12,423.809 *(1+0.13)^6
= $25,865.74
Mark will have at the end of six years the amount of $25,865.74
Answer:
The correct answer is $720 in Year 1 and $240 in Year 2 Next.
Explanation:
According to the scenario, the given data are as follows:
Loan Amount =$16,000
Rate of interest = 6%
Time period for first year (Apr - Dec) = 9 months
Time period for second year ( Jan - Mar) = 3 months
So, we can calculate the amount of interest by using following formula:
For first year:
Amount of interest (1st year) = $16,000 × 6% × 9 ÷ 12 = $720
Amount of interest (2nd year) = $16,000 × 6% × 3 ÷ 12 = $240
Answer: The correct answer is choice b.
Explanation: Location is very important for businesses. Of the options presented, the only one that is incorrect is choice b - Once management is committed to a specific location, many costs become easy to reduce. This choice is incorrect. Even though management is committed to a location, it does not mean that it is easy to reduce costs. Even though they are committed to a location, it may be impossible to reduce costs.
Because today's business are wholly dependent on technology for their survival.
This is especially in production, customer service, and marketing.
Wages
The cost of labour is the sum off all wages paid to employees as well as the cost of employee benefits and payroll taxes paid by an employer.
The cost of labour is broken in direct and indirect cost.
