A sample savings plan for a college student based on the given requirements would be:
- Daily savings: $500
- Weekly savings: $3,500
- Monthly savings: $14,000
- Yearly savings: $168,000
- It would 6 months of saving to get $84,000
<h3>What is a Savings Plan?</h3>
This refers to the financial plan that is made in order to sort a budget and set aside certain amounts of money to fund a particular thing.
Hence, we can see that the useful information to be used is:
(Yearly)
- College fees: $30,000
- Housing: $24,000
- Food: $16,000
- Books: $12,000
- Total: $82,000
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The answer to this question is :decrease.
When Demand decreases, it suggests that customer now is much less inclined to purchase that certain products.
This unwillingness will began to drives the price down. During this period, Sellers will start to create greater effort to promote the remaining products so they ought to achieve the best possible price possible.
<h3>How does the equilibrium rate exchange when furnish for a accurate will increase or decreases?</h3>
An extend in supply, all other things unchanged, will purpose the equilibrium fee to fall; extent demanded will increase. A decrease in supply will purpose the equilibrium fee to rise; quantity demanded will decrease.
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<h3>
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Answer:
$90,500 decrease
Explanation:
Given that
Declaration of dividend = $250,000
Increase in account receivable = $159,500
Purchase of equipment = $105,000
As we see that the purchase of equipment has no impact because on one side the fixed asset increases and on the other side the cash is decreased.
We know that
Total assets = Total liabilities + stockholders equity
So, the net effect would be
$159,500 = $250,000 + stockholder equity
So, stockholder equity would be
= $159,500 - $250,000
= -$90,500
This negative sign reflects the decrease in stockholder equity
Answer:
Option (a) is correct.
Explanation:
Given that,
Dividend pay in year 7, D7 = $2 per share
Growth rate of dividend, g = 2.2 percent per year
Required return, ke = 16 percent
Present value of the future dividend at year 6:
= D7 ÷ (ke - g)
= $2 ÷ (0.16 - 0.022)
= $14.49
Therefore, the present value of dividend now is as follows;
= Present value of the future dividend at year 6 × (1 + ke)^{-6}
= $14.49 × (1 + 0.16)^{-6}
= $5.95