Answer:
The correct answer is option C.
Explanation:
When we save we deposit it in the bank and do not loan it out directly. But the bank keeps a certain portion of it and lends out the rest to those who need credit. So, the savings that we deposit in the bank become the basis of credit creation.
That is why the statement about saving and lending given in the question is incorrect.
Answer: Start = $300 million
End = $318.59 million
Explanation:
NAV can be calculated by dividing the funds Assets net of Liabilities by the total number of outstanding shares.
At start of the year NAV is $300 million and NAV per share is therefore,
= 300 million/ 10 million
= $30 per share.
Ending NAV
During the year the fund made Investments and increased by a price of 7%
= 300 million (1 + 0.07)
= $321 million
We still have to subtract the 12b-1 fees that the fund charges though and that would result in,
= 321 million * (1 - 0.0075)
= 318.5925
= $318.59 million.
Dividing this by the total number of outstanding shares we have,
= 318.59 /10
= $31.86
$31.86 is the NAV per share at year end.
Answer:
C. Teach procedures for stacking items in straight, even loads.
Explanation:
<span>The speaker is using the fallacy of building on an unproven assumption. The speaker has made the assumption that the Japanese make the best stereo sound systems in the world. This is merely his/her opinion, and is not a proven fact. Thus, when the speaker bases another argument on that assumption, he has used a fallacy in reasoning.</span>
Let x represent the number of packages Charlie needs to sell to make a monthly income of $5, 000
Since he sells cookies only in packages of 10 then he has to sell 10x to make that income. But Charlie has expenses that has to be deducted from his total sales to make that figure.
So the total expenses is $1, 500 in overhead and an extra $3.50 per material per package. So the total expenses = 1500 + 3.50x
If he has to make $5, 000 at the end of the month we have
10x - (1500 + 3.50x) = 5000
10x - 1500 - 3.50x = 5000
6.50x = 5000 + 1500 = 6500
Solving we find:
x = 1, 000 packages
