Answer
The answer and procedures of the exercise are attached in the images below.
Explanation
Please consider the data provided by the exercise. If you have any question please write me back. All the exercises are solved in a 2 sheets with the formulas indications.
Answer:
C. Total debits are equal to total credits
Explanation:
When the end-of-period spreadsheet is complete, the adjustment columns should have:
Total debits equal to total credits.
When this happens, the trial balance is considered to be balanced.
If revenues are greater than expenses, then income statement will give a credit balance. If expenses are bigger than revenues, your income statement will show a debit balance.
Answer:
The partnership assets should be distributed $ 1875 for Joe and $ 625 for Mae.
Explanation:
Since Mae and Joe form a partnership, and Mae contributes $ 3,000 in cash, and Joe contributes his services, and throughout the life of the partnership, Mae also lends the partnership $ 1,000, and upon dissolution of the partnership, $ 2,500 is left in the partnership. assets after all outside creditors have been paid, absent a partnership agreement to the contrary, to determine how the partnership assets should be distributed the following calculation must be performed:
Joe = 3000
Mae = 1000
Joe 3: 1 Mae
2500/4 x 3 = Joe = 1875
2500/4 = Mae = 625
Therefore, the partnership assets should be distributed $ 1875 for Joe and $ 625 for Mae.
Answer:
If Solemon wants to earn a targeted profit of $3,600, the number of units must be sold are 9,300 units.
Explanation:
In Solemon Company:
Contribution margin per unit = Sales price – Variable cost per unit = $8-$6=$2
The number of units must be sold to meet the target profit figure are calculated by using following formula:
The number of units must be sold = (Total fixed cost + Targeted profit) / Contribution margin per unit.
In there: Total fixed cost are $15,000
Targeted profit are $3,600
The number of units must be sold = ($15,000 + $3,600)/$2 = $18,600/$2 = 9,300 units.
Monthly payment, p = $300
Duration of loan, t = 4 years
Interest rate, r = 7% = 0.07
n = 12, the compounding interval.
The value of the loan is
A = (4 yr)*(12 mo/yr)*($300 per mo) = $14400
Let P = the principal (the amount financed).
Then
n*t = 12*4 = 48
P(1 + 0.07/12)⁴⁸ = 14400
1.3221P = 14400
P = $10,892.14
Answer: $10,892 (nearest dollar)
