Answer:
Degree of Operating Leverage = 1.34
The Operating cash flow increases by 12%
The new operating cash flow is $290200
Explanation:
% change in Operating Cash Flow = Degree of Operating Leverage * % change in sales
There is need to calculate Degree of operating leverage first. Degree of operating leverage = Contribution / EBIT
Where Contribution = OCF + Fixed costs / OCF
Fixed costs= Total costs - variable costs = 300000 - 215000
Fixed Cost= 85000
Degree of operating leverage = (250000 + 85000) / 250000
DOL= 1.34
% change in OCF = DOL * % change in sales
% change in sales = (56000 - 50000) / 50000 = 12%
% change in OCF = 1.34 * 12% = 16.08%
New OCF = 250000 * (1+16.08%)
=$250000 * (1 + 0.1608)
=$250000(1.1608)
= $290200
Answer and Explanation:
The journal entries are shown below:
a. Note receivable Dr $3,800,000
To Cash $3,800,000
(Being the acceptance of the note is recorded)
For recording this we debited the note receivable as it increased the assets and credited the cash as it decreased the liabilities
b. Interest receivable Dr $38,000
To Interest revenue $38,000
(Being the interest revenue is recorded)
For recording this we debited the interest receivable as it increased the assets and credited the interest revenue as it increased the revenue
The computation is shown below:
= $3,800,000 × 6% × 2 months ÷ 12 months
= $38,000
,
Answer:
the LIFO inventory value at 2014 year end is $1.3 billion
Explanation:
The calculation of the LIFO inventory value at 2014 year end is as follows
LIFO inventory value at year-end 2014 is
= FIFO inventory - LIFO reserve
= $2.1 billion - $0.8 billion
= $1.3 billion
Therefore, the LIFO inventory value at 2014 year end is $1.3 billion
The same is to be calculated by applying the given formula
Answer:
Answer:
a) Monthly payment = $65.95
b) Remaining balance on her loan after making 12th payment = 11,000 - (65.95 x 12) = $10208.6
c) Interest paid in month 13 = 10208.6 * 0.5% = $51.043
Principal paid in month 13 = $65.95 - 51.043 = $14.907
Explanation:
Using financial calculator:
PV = 11,000
n = 30 years = 360 months
i/r = 6%/year = 0.5% / month
FV = 0
PMT = ? (Monthly payment = ?)
a) Monthly payment = $65.95
b) Remaining balance on her loan after making 12th payment = 11,000 - (65.95 x 12) = $10208.6
c) Interest paid in month 13 = 10208.6 * 0.5% = $51.043
Principal paid in month 13 = $65.95 - 51.043 = $14.907
Explanation:
