Answer:
Explanation:
Using future annuity formula
Fv = Pmt ( (1+r)ⁿ -1 )/ r
+ 1 = (1+r)ⁿ
In ( + 1) = n In ( 1+r)
n = In ( + 1) / In ( 1 + r)
FV, future value = $10,000, Pmt, periodic payment per year = $1,100, r rate = 11.82% = 0.1182 and n = number of years
n = 0.7297 / 0.11172 = 6.53 years approx 7 years
the last year payment will actually be less than $1,100
Answer:
Bal. June 30 Receipts Disbursements Bal. July 31
Balance per Bank 355,001 835,846 684,747 506,100
Deposit in Transit
June 30 86,899 -86,899
July 31 51,240 51,240
Outstanding Checks
June 30 42,690 -42,690
July 31 73,340 73,340
Unrecorded Receipts -150,000 -150,000
Unrecorded Disbursement -150,000 -150,000
Balance per Books 399,210 650,187 565,397 484,000
Answer:
A. $96
B. $228
C. $42
Explanation:
A. Calculation to determine the Amount of SUTA tax the company must pay to Nebraska on Porter's wages
SUTA tax =$3,000 x 3.2%
SUTA tax = $96
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $96
B. Calculation to determine the Amount of sUTA tax the company must pay to Michiganion Porter's wages
SUTA tax =($9,000 - $3,000 )x3.8%
SUTA tax =$6,000 x 3.8%
SUTA tax = $228
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $228
C. Calculation to determine the Amount of the net FUTA tax on Porters wages
Net FUTA tax=$7,000 limit) x 0.6%
Net FUTA tax = $42
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $42
Answer:
Option 1 is wrong because in the case of multi-product, breakeven is weighted average which means the sales price will weighted average of sale prices of all the multi-products in the sales mix. If we change the weightings the weighted average costs and selling prices changes and so the contribution changes.
Option 2 is also sligthly wrong because Contribution margin per composite unit decreases if the volume of low contribution margin products increases in the sales mix. This means:
Breakeven Point=Fixed Cost/ Contribution per unit.........equartion 1
If the contribution per unit has been decreased the breakeven will rise.
Its impact depends upon the portfolio of products company is managing. It means it increases breakeven with high effects if the products in sales mix 2 to 3.
Option 3 is 100% right because equation 1 is
Breakeven Point=Fixed Cost/ Contribution per unit
Which says
If the contribution per unit has been decreased the breakeven will rise.
Option 4 is absolutely wrong because if we shift to higher volume in low contribution margin products, Contribution margin per composite unit decreases if the volume of low contribution margin products increases
which means Weighted average contribution has been decreased and as a result breakeven point according to equation 1 has been incresed.
