Answer: increased, trade- offs, marginal thinking, small.
Explanation:
According to the passage, The coach is weighing a slightly<u> increased </u>risk of losing against a slightly decreased risk of injury to the star quarterback. This weighing o<u>f trade-offs </u>is an example of <u>marginal thinking,</u> because the star quarterback was in for most of the game, and the coach's decision concerns <u>small </u>shifts in probabilities with the game nearly over.
Answer:
hope this helps
Explanation:
A black hole is a place in space where gravity pulls so much that even light can not get out.
Answer:
$24,530, $23,530
Explanation:
Incomplete word <em>"and if the spot price in September proves to be $2,300."</em>
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Note that Call options will be exercised only if the price on expiry is greater than strike price
Strike price = $2400
Premium paid = $53 for each contract, so the total premium paid = $530 for 10 contracts
<u>CASE 1</u>
Price = $2600
As price on expiry=2600 > Strike price=2400
Call option will be exercised.
Company will pay = $2400 * 10+530 = $24,530
<u>CASE 2</u>
Price = $2300
As price on expiry=2300 < Strike price=2400
Call option will not be exercised and will purchase from open market
Company will pay = $2300 * 10+530 = $23,530
Answer:
accrued interest owed at the end of the year = $400 x interest rate x 6/12 months
the interest rate was not given, but we can assume that it was 5% just as an example:
total accrued interest expense = $400 x 5% x 6/12 = $10
the journal entry would be
December 31, 2021
Dr Interest expense 10 million
Cr Interest payable 10 million
Answer:
Monthly payment: 460.41 dollars
Effective rate: 4.07%
Explanation:
we will calculate the PTM of an annuity of 25,000 over 5 year at 4%
PV $25,000.00
time 60
rate 0.003333333
C $ 460.413
Now we need to know the effective rate, which is the same as 4% compounding monthly:
![(1+0.04/12)^{60} = (1+ r_e)^{5}\\r_e = \sqrt[5]{(1+0.04/12)^{60}} - 1](https://tex.z-dn.net/?f=%281%2B0.04%2F12%29%5E%7B60%7D%20%3D%20%281%2B%20r_e%29%5E%7B5%7D%5C%5Cr_e%20%3D%20%5Csqrt%5B5%5D%7B%281%2B0.04%2F12%29%5E%7B60%7D%7D%20-%201)
effective rate = 0.040741543 = 4.07%