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Explanation:
Answer:
1. General journal entries to record each transaction.
Jan. 1 Dr. Cr
Cash $103,000
Common Stock $103,000
Jan. 2 Dr. Cr
Inventory $38,000
Account Payable $38,000
Jan. 4 Dr. Cr
Prepaid Insurance $2,760
Cash $2,760
Jan. 10 Dr. Cr
Account Receivable $12,300
Sale $12,300
Cost of Goods Sold $7,300
Inventory $7,300
Jan. 15 Dr. Cr
Cash $33,000
Note Payable $33,000
Jan. 20 Dr. Cr
Salary Expense $33,000
Cash $33,000
Jan. 22 Dr. Cr
Cash $10,300
Sale $10,300
Cost of Goods Sold $6,300
Inventory $6,300
Jan. 24 Dr. Cr
Account Payable $15,300
Cash $15,300
Jan. 26 Dr. Cr
Cash $6,150
Account Receivable $6,150
Jan. 28 Dr. Cr
Utility Expense $1,000
Cash $1,000
Jan. 30 Dr. Cr
Rent Expense $2,150
Prepaid Rent $2,150
Cash $4,300
2.
MS Excel File is attached for T accounts Posting in Worksheet Named as " T Account". Please Find that.
3.
MS Excel File is attached for unadjusted trial balance in Worksheet Named as " Trial Balance". Please Find that.
The objects that fulfill the needs and wants of consumers are products.
Answer:
The answer is: C) the elasticity of demand, where the shortages will be larger if demand is more inelastic.
Explanation:
When the demand for a product is completely inelastic it means that the quantity demanded for that product will be the same whether its price increases or decreases. Rarely any product is completely inelastic, but inelasticity shows a tendency of buyers to keep buying a product even if its price rises, for example gasoline.
Inelastic products don´t follow the law of supply and demand, since the price doesn´t alter the demand.
If suppliers can produce enough goods (product shortages) and the quantity demanded stays the same, the price will rise. But if the demand for the product is inelastic then the shortage will get worse since every time more people will want to buy the product and their will be less product to buy.
Answer:
0,087792106 = rate
Explanation:
We need to calculate the interest of the investment
principal x (1 + rate)^time = value
replacing with the know values
24,000 x (1+rate)^2 = 28,399
28,399/24,000 = (1 + rate)^2
sqrt (28,399/24,000) -1 = rate
now we solve for the unknown value
0,087792106 = rate