Answer:
b. $92,561
Explanation:
Face Value = 100,000.00
Term (in years) = 10
Total no. of interest payments = 20
Market Rate = 6.0% / 2 = 3.0%
Coupon Rate = 5.0%/2 = 2.5%
Amount PV factor Present Values
PV of Face Value of $100,000 0.553675754 $55,367.58
PV of Interest payment $2,500 14.87747486 <u>$37,193.69</u>
Issue Price of Bonds <u>$92,561.26</u>
The answer is "<span>Google Recaptcha".
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CAPTCHA stands for Completely Automated Public Turing test to tell Computers and Humans Apart and Google's reCAPTCHA is the main CAPTCHA service on the Web. You've likely observed CAPTCHAs a million times on join pages over the Web; to isolate people from spam bots, a test will fly up soliciting you to unravel a photo from words or numbers, choose questions in a lattice of pictures, or simply click a checkbox. Presently, however, you will see CAPTCHAs less and less, not on account of Google is disposing of them but rather in light of the fact that Google is making them undetectable.
The company's ending Equipment balance equals a $106,000 balance.
<h3>Ending Equipment balance</h3>
Using this formula
Ending Equipment balance= Beginning Equipment balance+New equipment- Ending Equipment balance
Where:
Beginning Equipment balance=$100,000
New equipment=$10,000
Ending Equipment balance=$4,000
Let plug in the formula
Ending Equipment balance=$100,000+$10,000-$4,000
Ending Equipment balance=$106,000
Inconclusion the company's ending Equipment balance equals a $106,000 balance.
Learn more about ending Equipment balance here:brainly.com/question/24401217
Answer:
option (c) $875 per year
Explanation:
Given;
Average cost of collision claims for careful drivers = $500 per year
Average cost of collision claims for for poor drivers = $3000 per year
Poor drivers known by the company = 15%
thus,
Careful drivers = (100% - 15%) = 85%
Therefore,
Insurance company's breakeven price for the collision insurance
= (Poor drivers known × Average cost of collision for poor drivers ) +( Careful drivers × Average cost of collision claims for careful drivers)
= 0.15 × $3000 + 0.85 × $500
= $450 + $425
= $875 per year
Hence, the correct answer is option (c) $875 per year
