Answer: b. 34.15 or higher
Explanation:
Short sales refer to the sale of borrowed stocks in anticipation that the stock price of the underlying stock will fall. This will then enable you to make a profit by buying the cheaper shares and giving it back to the entity you borrowed from thereby making a profit.
With short sales, the price is usually upward trending so will normally increase from the last price. As the last price here was $34.15, that would be the likely minimum for the next sale.
This means that the next sale will either be at a price of $34.15 or a price higher than that.
The profit and loss account is used to determine the net profit of the business. The starting point for the profit and loss account is the balance carries down from the trading account which is the gross profit of business. Hope this helped you out...
Answer:
<u>Contribution Margin Statement</u>
Sales revenue ($100 x 980) $98,000
Less Variable costs:
cost of goods sold ($58 x 980) $56,840
Commissions expense ($5 x 980) $4,900
Shipping expense ($3 x 980) <u>$2,940</u>
<u>$64,680</u>
Gross margin $33,320
Less Fixed costs:
Salaries expense $7,900
Advertising expense <u>$5,800</u>
<u>$13,700</u>
Net Profit <u>$19,620</u>
When there is an increase in government spending, there will be an increase on the output, price level, and interest rates
<h3>What is a
government spending?</h3>
This refers to the funds injected to the public sector on the acquisition of services such as education, healthcare, social protection, defense etc.
Most time, the effect of an an increase in government spending leads to an increase on the output, price level, and interest rates as it is a method of stimulate demand.
Therefore, the Option A is correct.
Read more about government spending
<em>brainly.com/question/25125137</em>
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Answer:
The price of the stock today will be $66.19
Explanation:
To calculate the price of a stock whose dividends will grow at a constant rate forever is calculated using the constant growth model of dividend discount model approach. To calculate the price of the stock today using this model, we use the following formula,
P0 = D1 / r - g
We will first calculate the price of the stock at t=8 using D9 because we use the next period's dividend to calculate the price of a stock. We will then discount back the price at t=8 to today's price.
P8 = 14.25 * (1+0.06) / (0.14 - 0.06)
P8 = $188.8125
The price of the stock today will be,
P0 = 188.8125 / (1+0.14)^8
P0 = $66.189 rounded off to $66.19