The preparation of the Trial Balance of Ceco Co. from the ledger accounts as of June 20, 2020, is as follows:
Ceco Co.
<h3>Trial Balance</h3>
As of June 30, 2020
Accounts Debit Credit
Cash $5,000.00
A/R - R. Tamo 3,500.00
A/R - G. Slaught 1,124.00
A/R - P. Onno 850.00
Supplies 1,585.00
Automobile 22,800.00
Equipment 25,350.00
A/P - Batt Inc. $785.00
A/P - Parker Products 1,000.00
A/P - Nishi Co. 1,200.00
Bank Loan 25,000.00
C. Hernandez, Capital 32,224.00
Totals $60,209.00 $60,209.00
<h3>What is a trial balance?</h3>
A trial balance is a list of the ledger accounts balances at a particular date of the financial period.
The trial balance helps to show if accounts have been correctly recorded according to the double-entry system.
Thus, the above trial balance shows the ledger accounts balances of Ceco Co as of June 30, 2020.
Learn more about preparing the trial balance at brainly.com/question/13669511
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Answer:
Structural unemployment occurs because workers lack the requisite job skills or live too far from regions where jobs are available and cannot move closer. Jobs are available, but there is a serious mismatch between what companies need and what workers can offer.
Explanation:
Answer:
Joe's Pizza Parlor
The highest number of workers that Joe will hire if he must pay each one $35 a day is
4 workers.
If he wants to maximize his profits without satisfying customers' demand, Joe can choose to work with 2 or 3 workers. However, he can renegotiate the worker's wages downwards.
Explanation:
a) Data and Calculations:
Price of pizza = $5
Wage per worker = $35/day
Number of Workers 0 1 2 3 4 5
Pizzas Baked Per Day 0 12 18 24 30 32
Total revenue 0 60 90 120 150 160
Marginal revenue 0 60 30 30 30 10
Marginal cost of labor 0 35 70 105 140 175
Profit 0 25 20 15 10 -15
Answer:
Maximum profit = $6
Maximum loss = -$2
Explanation:
The computation of maximum profit and loss for this position is shown below:-
Maximum profit = Strike price - Purchase of stock
= $58 - $52
= $6
Maximum loss = Strike price - Purchase of stock
= $50 - $52
= - $2
Therefore for determining the maximum profit and loss for this position we simply applied the above formulas.
Answer:
YTM = 6.42%
Explanation:
current market value = $1,000 x 98% = $980
n = (15 - 2) x 2 = 26
coupon = $1,000 x 6.2% x 1/2 = $31
face value = $1,000
YTM = [coupon + [(face value - market value)/n]} / [(face value + market value)/2]
YTM = [31 + [(1,000 - 980)/26]} / [(1,000 + 980)/2]
YTM = (31 + 0.77) / 990 = 31.77 / 990 = 0.03209 x 2 (annual yield) = 0.641818 = 6.42%
