I would say strongly agree
hope this helps!
The problem is missing some parts:
First, how many parts should you purchase each time you
place an order.
H=.2*$4 = $0.80
S= $800
R = 50,000
Q = 2SRH
= 2(800) (50000) (.8)
= 10,000 units
The second question is how many timer per year will you
place orders.
Required order = R/Q
= 50000/10000
= 5 times
Answer:
Part 1
<u>Cash Account</u>
$
<u>Debit :</u>
Receive cash from customers 15,000
Sale of Equipment 8,000
Bank Loan 4,000
Totals 27,000
<u>Credit :</u>
Pay cash for employee salaries 9,000
Rent 3,000
Utilities 1,000
Advertising 7,000
Ending Balance 7,000
Totals 27,000
Part 2
Ending Balance is $7,000
Explanation:
Only Cash related purchases and receipts are posted to Cash Account. Thus ignore non-cash related transactions.
The Cash Account : Receipts are posted at the Debit side of this Account and Payments at the Credit Side.
The Balance : After determining the Totals of the Debit and Credit, the shortfall of any of that side represents the Balance.
Answer:
The correct answer would be option C, The price needs to increase.
Explanation:
In order to maintain a balance or equilibrium, there should always be a balance between the quantity demanded and the quantity supplied. If quantity demanded exceeds quantity supplied, it means people are demanding the product more and the supply of that product is not meeting the demand. In this scenario when there is more demand of a product than supply, the price of the product should increase in order to create a balance between the quantity demanded and supplied, because it is the law of demand that when demand increases, the prices of the product also increases and vice versa. So to maintain the equilibrium, the price of the product should increase. In this way demand will decrease and will reach a point where demand will meet the supply of the product.
