Answer:
The accrued interest on the note at December 31, 2019 is $206.25
Explanation:
Fashion Jewelers accepted a 5-month, 11% note for $7,500.
The amount of interest for 1 year = 11% x $7,500 = $825
The amount of interest for 1 month = $825/12 = $68.75
From October 1, 2019 to December 31, 2019, Fashion Jewelers has accepted the note for 3 months.
The accrued interest on the note at December 31, 2019 = $68.75 x 3 = $206.25
Answer:
1.30%
15.60%
16.77%
Explanation:
The monthly return is the amount payable monthly divided by the current price of the investment vehicle.
monthly return=$1500/$115,000=1.30%
Annual percentage return=monthly return*12=1.30%
*12=15.60%
Effective annual return=(1+1.30%)^12-1
EAR=1.167651776
-1
EAR=16.77%
Assuming that you have the values for the year 2017, the break-even point would be 1500 units for the year 2017. To calculate this, we use the idea that at the breaking point, total sales is equal to the total cost or expenses made. Which would be:
selling (x) = fixed + variable (x)
x = fixed / (selling - variable)
x = 270000 / (600-420)
x = 1500 units
Answer:
A) an increase in the price of other kinds of candy
Explanation:
If the price of substitute products (other types of candy) increases, then the suppliers of chewing gum can increase their price without the quantity demanded decreasing. If the decrease in the price of chewing gum is smaller than the increase in the price of substitute products, the quantity demanded will increase.
If there was a price increase of the main ingredients used to produce chewing gum, then the supply curve would shift to the left (option B is wrong).
If the workers signed an agreement that lowered their wages, then the supply curve would shift to the right (option C is wrong).
A decrease in the number of young people in the market would decrease the quantity demanded for chewing gum, which in turn would decrease the equilibrium price (option D is wrong).
A decrease in income would also decrease the quantity demanded, which would in turn decrease the equilibrium price (option E is wrong).
