Answer:
The answer is stated below:
Explanation:
A. Received or collected $10,000 in exchange of the common stock:
This transaction will have an impact on the Accounting Equation of the Accounts, which is :
Assets = Liabilities + Equity
As the cash is received, there will be an increase in the assets and under the cash account of the current assets. Though the cash is against the common stock, which increases the common stock account upon the side of the equity.
Therefore, it will be:
Increase in assets (Cash) : Increase in equity (Common Stock)
B. Bought the equipment on account worth $5,000.
This transaction will have an impact on the Accounting Equation as:
As the equipment is purchased will in turn lead to increase in the assets side, under the equipment account and it is purchased on account, which means on credit, that leads to increase in the liability under the Accounts Payable account.
Therefore, it will be:
Increase in assets (Equipment) : Increase in Liability (Accounts Payable)
Answer:
He will have $102,979 in his retirement account in 10 years.
Explanation:
Annual Payment = $2,000
Number of Year = n = 10
Interest rate = i = 5%
Compounded Quarterly
Future value after 10 years
FV = A [ ( ( 1 + ( r / m )^mt ) - 1 / ( r / m )
FV = $2,000 [ ( ( 1 + ( 0.05 / 4 )^40 ) - 1 / ( 0.05 / 4 )
Future value = $102,979
So, Ira Schwab will have $102,979 in his retirement account in 10 years.
Its because it was a seller not a retail company selling the house
Answer:
Break-even units = 66.67 units
Explanation:
<em>Break-even point is the level of activity that achieves no profit or loss. At this level profit is zero because the the total revenue is equal to total cost.</em>
<em>The break-even point is calculated as </em>
<em>Units to achieve target profit = (Total general fixed cost for the period + target profit)/ contribution per unit</em>
Contribution per unit = Selling Price - Variable cost
Contribution per unit = 15- (1+3+0.50) = 10.5
Fixed cost = 500 +( 50× 4) = 700
So the units requited to achieve break-even point:
Break-even point = 700/10.5
= 66.67 units
Answer:
The investment in stock H will be $104837.5 while the investment in stock L will be $145162.5
Explanation:
The portfolio return is the weighted average return of the individual stocks that form up the portfolio. The weightage of each stock in the portfolio is the investment in a stock as a proportion of investment in the portfolio.
Let x be the weightage of Stock H.
Weightage of Stock L will be (1-x).
Portfolio return = wH * rH + wL * rL
Plugging in the values,
0.111 = x * 0.129 + (1-x) * 0.098
0.111 = 0.129x + 0.098 - 0.098x
0.111- 0.098 = 0.031x
0.013 / 0.031 = x
x = 0.41935 or 41.935% rounded off to 3 decimal places
(1-x) = 1 - 0.41935 = 0.58065 or 58.065%
Investment in Stock H = 250000 * 41.935% = $104837.5
Investment in Stock L = 250000 * 58.065% = $145162.5
