A company made a profit of $25,000 over a period of 5 years on an initial investment of $10,000. What is its annualized ROI?
Answer: Out of all the options shown above the one that best represents the annualized ROI is answer choice C) 30%. To solve this you first need to determine the data that will be needed to solve it. In this case the initial investment which is 10,000, the total profit: 25,000, and finally the total number of years: 5. Then we simply use the following formula: Return on Investment = (Gain from Investment - Cost of Investment)/ cost of investment. You then multiply the result by 100% and finally divide by the number of years which in this case is 5.
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Answer: $90
Explanation: This problem can be solved by using following equation :-
Let John's hourly wage rate be J, Mary's hourly wage rate be M and Dennis hourly wage rate be D, therefore :-
Mary's rate will be :-
M = 2J............equation 1
AND,
J + D = $60 ..... equation 2
Similarly,
D = 1/3J
Now,putting the value of D in equation 2 we get,
J + 1/3J = $60
J = $45
Putting the values of J in equation equation 1 we get,
M = 2 * $45
= $90
So, Mary's hourly wage rate is $90
Answer:
B.Variety-Seeking
Explanation: Consumers engage in variety-seeking buying behavior for products that have low involvement and significant brand differences. For Example, soft drinks are low-involvement products that have DIFFERENCES in taste among brands. A consumer buying one type of cola might decide to <u>buy another brand of cola the next time to experience a variety in taste.
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<span>This type of agreement would be called a consideration. This is an agreement that provides a type of value to both parties involved and promises a certain performance by one party to the other. In this case, one thing is given for another, the money for the car.</span>
Answer:
$55,660
Explanation:
Given that,
Fixed cost per unit = $48,400
Variable cost per unit = $1.20
Actual level of activity = 6,050 units
Manufacturing overhead:
= Fixed cost per unit + (Variable cost per unit × actual level of activity)
= $48,400 + ($1.20 × 6,050
)
= $55,660
Therefore, the manufacturing overhead in the flexible budget for November would be closest to $55,660.
