Answer:
8.66%
Explanation:
The computation of the real rate of return is shown below:
Real rate of return = {( 1 + nominal rate of return) ÷ ( 1+ inflation rate)} - 1
= {( 1 + 11.65%) ÷ ( 1 + 2.75%)} - 1
= {(1.1165) ÷ (1.0275)} - 1
= 1.086 - 1
= 0.0866 or 8.66%
We simply apply the formula in which the numerator is nominal rate of return and denominator is inflation rate of return
The ‘SMART’ technique a tool for effective goal setting. The acronym SMART stands for Specific, Measurable, Attainable, Realistic, and Time-bound, all of which are requisites for goals. The goal “to sell a combination of six refrigerators, stoves or dishwashers to earn a bonus” is specific, measurable, attainable and realistic because Michelle has done this before. Yet the goal is not time-bound. The length of time it is required to meet is not specified in the goal.
Answer:
29
Explanation:
Central limit theorem states that as a sample being studied grows larger the sampling distribution of samplings means tends to a more normal distribution. This is regardless of the shape of the population.
This holds true usually if the population size is n is equal or greater than 30 (that is greater than 29). It does not matter if the population is skewed or normal.
So with a sufficiently large population the means of each item will be the same as the population mean.
Given the following parameters:
The company sold $12,000 worth of
bicycles, with an extended warranty.
Average warranty expense is
estimated to be 2% of sales.
The current period's entry to
record the warranty expense is:
Warranty Expense $240
Estimated Warranty Liability $240
Rationale - 12,000 x 0.02 = 240
Answer:
The monthly deposit is calculated using PMT function :
rate = 1.2%/2 (converting annual rate into monthly rate)
nper = 12 * 5 (5 years of deposits with 12 monthly deposits each year)
pv = -3200 (Amount put into account now. This is entered with a negative sign because it is a cash outflow)
fv = 26865 (Required value of account after 5 years)
PMT is calculated to be $379.70.
The monthly deposit is $379.70.