The effective annual rate is 8.33%.
we can calculate the effective nominal annual rate by using this formula;
r = e∧i - 1
e is the constant = 2.718
i = compounded annual nominal rate = 8% = 0.08
r = 2.718∧ (0.08) - 1
= 1.0833 - 1
= 0.0833 = 0.0833 x 100 = 8.33%
Answer:
b. $303,000
Explanation:
The activity rate
1. Machining =
= $ 20 per machine hour
2. Machine set up =
= $ 500 per set up
3. Product design =
= $ 22000 per product
4. Order size =
= $ 26 per direct labor hour
Now the ABC cost (Product T05P)
1. Machining =
= 4000 x 20
= $ 80,000
2. Machine set ups =
= 90 x 500
= $ 45,000
3. Product design =
= 1 x 22000
= $ 22,000
4. Order size =
= 6000 x 26
= $ 156,000
Therefore, the total manufacturing overhead cost assigned to product T05P = 80000 + 45000 + 22000 + 156000
= $ 303,000
Answer:
17.18%
Explanation:
compound return = ( 1 + 0.35)x (1 + 0.40) x (1-0.38) - 1
1.35 x 1.40 x 0.62 - 1 = 17.18%
Options:
A) Holding period return (HPR)
B) Effective annual return
C) Annual percentage rate
D) There is not enough information to make a definitive choice.
Answer:
Option B is correct.
Effective annual return
Explanation:
Robert invested in stock and received a positive return over a 9-month period then the effective annual return will be the greatest.
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