<span>The program rating is 26.
HUT x Share = Rating (HH)
</span>65 x .40 = 26
Answer:
$311 unfavorable
Explanation:
The computation of the spending variance is shown below:
= Actual supplies cost - flexible supplies cost
where
Actual supplies cost is $11,700
And, the flexible supplies cost would be
= Actual level of activity × price per frame + supplies cost per month
= 607 frames ×$17 + $1,070
= $10,319 + $1,070
= $11,389
Now put these values to the above formula
So, the value would equal to
= $11,700 - $11,389
= $311 unfavorable
The amount of the net working capital is -$4,900
Net working capital = $43,100 - $23,700 - $24,300 = -$4,900
What is the meaning of net working capital '?
The net working capital of a corporation is the difference between short-term assets and short-term liabilities (NWC). Positive net working capital indicates that a business has paid its debts and has funds left over to invest in other operational needs, which is fantastic.
Why is net working capital important?
Net working capital is significant because it provides insight into a company's liquidity and determines if it has sufficient funds to meet its immediate obligations. If the net working capital number is zero or higher, the company can meet its immediate obligations.
Learn more about net working capital: brainly.com/question/21852402
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Answer:
In
this case the present value of the strike price is 50e =49.75e
Because
25<49.7547.00
The condition in equation (10.5) is violated. An arbitrageur should borrow $49.50 at 6% for one month, buy the stock, and buy the put option. This generates a profit in all circumstances.If the stock price is above $50 in one month, the option expires worthless, but the stock can be sold for at least $50. A sum of $50 received in one month has a present value of $49.75 today. The strategy therefore generates profit with a present value of at least $0.25. If the stock price is below $50 in one month the put option is exercised and the stock owned is sold for exactly $50 (or $49.75 in present value terms). The trading strategy therefore generates a profit of exactly $0.25 in present value terms
Explanation:
