Answer:
supplier dependence (B)
Explanation:
Here , Muffton has constraint in sourcing for one of its major materials-blueberries which is currently being purchased from only one source.
If the only supplier of blueberries decides not to sell to Muffton, then it will be out of operation.
This implies that supplier has upper hand over Mufflon and can do anything without being questioned.
Answer:
The correct answer is D.
Explanation:
Giving the following information:
Central Supply purchased a new printer for $67,500. The printer is expected to operate for nine (9) years, after which it will be sold for salvage value (estimated to be $6,750).
Annual depreciation= 2*[(original cost - residual value)/estimated life (years)]
Year 1= 2*[(67,500 - 6,750)/9]= $13,500
First calculate the amount financed
Amount financed=725−50=675
The formula is
I=(2yc)/(m (n+1))
Solve for c to get
C=(I×m×(n+1))/2y
C=(0.14×675×(24+1))÷(2×12)=98.44
Total of payments=675+98.44=773.44
Monthly payment is
773.44÷24=32.23
Hope it helps!
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.
Answer:
June 30, 2020 Bond Interest expense Debit $5,756.25
Discount on Bonds payable Credit $506.25
Cash Credit $5,250
Explanation:
We have to calculate the interest expense. The bond interest expense = Cash payment + bond amortization discount
Given,
Bond price = $150,000
Interest = 7%
Number of period, n = 10 years × 2 (As it is a semiannual bond) = 20
Cash payment for semiannual interest = $150,000 × 0.07 × (1÷2)
Cash payment for semiannual interest = $5,250 (Credit)
Amortized bond discount (discount on bonds payable) = $10,125 ÷ 20 (as it is a semiannual payment and $10,125 is for 10 years)
Discount on bonds payable = $506.25 (Credit)
Therefore, bond interest expense = $5,250 + $506.25 = $5,756.25 (Debit)