Answer:
$570
Explanation:
The computation of the interest deduction is shown below:
= Interest paid × number of months ÷ (total number of months in a year)
= $3,420 × 2 months ÷ 12 months
= $570
The interest which is deducted in year 0 under the cash method of accounting is $570
And, the two months is calculated from the November 1 to December 31
We simply apply the interest paid formula.
Answer:
In today’s digital market space consumers and businesses interact, sell, and buy beyond their local borders. With greater access to foreign markets, many U.S companies are looking to expand overseas and to sell internationally.
Global retail sales, including both in-store and online purchases, surpassed $22 trillion in 2014, according to recent figures from eMarketer. The marketing research firm also predicts a 5.5 % increase in overall international retail sales to $28.3 trillion by 2018.
Explanation:
hope <em>it </em><em>helps</em>
Yes amazing work buy stocks and lower prices but 30p0
The four dimensions of statistical thinking, according to Wild & Pfannkuch are an investigative cycle, styles of thinking, an interrogative cycle, and dispositions. The four dimensions are simultaneously active within the thinker and incorporate both general and specific statistical thinking tendencies. Describe the four statistical reasoning/thinking dimensions that are used in statistical investigation.
* Give and describe a concrete example of how the four-step method was applied in a managerial decision-making process. Please apply the four dimensions of statistical reasoning from Wild and Pfankuch .
* Why is having a representative sample rather than a random sample not more crucial for drawing accurate conclusions about a diverse population?
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Answer:
The answer is d. 7.45%
Explanation:
B = Current Price of the Bonds $1,280
C = Coupon payment paid out annually $135
CP = Call price $1,050.
T= number of years pending until the call date 5 years
Yield to Call Formula = (C/2) * {(1- ( 1 + YTC/2)^-2t) / (YTC/2)} + (CP/1 + YTC/2)^2t)
$1,280 = ($135/2) * {(1- ( 1 + YTC/2)^-10) / (YTC/2)} +($1,050 /1 + YTC/2)^10) = 7.45%
