Answer:
the annual rate of return is 15.24%
Explanation:
The computation of the annual rate of return is shown below:
Given that
NPER = 5
PV = -$15,000
PMT = $4,500
FV = $0
The formula is shown below:
= RATE(NPER,PMT,-PV,FV,TYPE)
AFter applying the above formula, the annual rate of return is 15.24%
Answer:
4000
Explanation:
Calculation to determine how many units of foreign currency does the same basket of goods cost in that country
Based on the information given we were told that the PRICE OF A BASKET OF GOODS is the amount of $2000 in which the dollar buys TWO UNITS of some country’s currency, now let determine HOW MANY UNITS of foreign currency does the same basket of goods cost in that country
Using this formula
Units of foreign currency=Basket of goods price*Some country’s currency units
Let plug in the formula
Units of foreign currency=$2,000* 2 units
Units of foreign currency=4,000 units
Therefore the number of units of foreign currency that the same basket of goods cost in that country is 4,000
The price of a basket of goods is $2000 in the U.S. If purchasing power parity holds, and the dollar buys two units of some country’s currency, then how many units of foreign currency does
The fact that Madison wants to open a restaurant and plans to employ a staff of about 10 people, including wait staff and cooks means that Madison is planning to create a flat type of organization. The units and positions within the flat organization are flat distributed, which means there are <span>few or no levels of middle management between staff and executives.</span>
Answer:
696,325 Pounds
Explanation:
The computation of the direct material purchase budget is given below:
Here we assume that
one pound = 16 ounces
Now total wax needed is
= Production of Finished Goods × Pounds of wax needed for production
= 730,000 candles × 11 ÷ 16
= 501,875 pounds
Now
Total direct material purchased = (Total Wax needed + Ending Inventory, Jan.31 - opening inventory) × unit price
= (490,625 Pounds + 12,900 pounds - 17,400 pounds) × $1.40 per pound
= 696,325 Pounds