Answer:
Probably poor etiquette.
Explanation:
If you give me answer choices I may be able to help even more. But as far as I know typing with all caps and exclamation points in an email is not the proper thing to do.
Mac and June, who file as married filing jointly with a modified AGI of $430,000 and a tax liability of $20,000.
Option D
Explanation:
For every eligible minor child under the age of 17 at the end of the tax year, the Child Tax Credit is granted to US taxpayers. In December 2017, the recent tax legislation doubled the loan to 2,000 dollars per child, making much of it reimbursable. 1 It was a non-refundable bonus of $1,000 previously.
If the taxpayer is filing jointly then the claim of child tax credit will be up to the tax liability. Thus, Mac and June has tax liability of $20,000 and the maximum limit of child credit is $2,000. Thus, they can claim full $2,000 claim and reduce their liability to $18,000.
Answer:
The appropriate response is "Margin trading can influence a far bigger place".
Explanation:
- The given topic Trading on margins offers shareholders not just the possibility of taking more opportunities unlike average, and perhaps moreover versatility for purchasing many more securities.
- Whilst also investing even from one's dealer, clients can leverage a far bigger role and use only existing leverages.
Answer:
When the new processes are developed for manufacturing it results in interest rate fluctuations. However, operational costs would become uncertain which would further affect the total production costs. Thus the value of an investment would be impacted. Automobile demand from the customers will also get affected. thus, fall in interest rate will have a significant and positive affect on the sale of automobiles as well as revenue.
Answer:
Results are below.
Explanation:
Giving the following information:
Cupon rate= 0.0544/2= 0.0272
YTM= 0.0491/2= 0.02455
The par value is $1,000
<u>We weren't provided with the number of years of the bond. I imagine for 9 years.</u>
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 27.2*{[1 - (1.02455^-18)] /0.02455} + [1,000*(1.02455^18)]
Bond Price= 391.93 + 646.25
Bond Price= $1,038.18
