Answer: allows him to reach over 90% of global internet users across more than three million apps and websites.
Explanation:
The options to the question are:
a. it allows him to reach over 90% of global internet users across more than three million apps and websites.
b. It allows him to identify valuable audiences and collect statistical usage data from the websites where his ad appears.
c. It allows him to select for new audiences and scale down his advertising to appear on specific websites that he chooses.
d. It allows him to isolate valuable audiences regionally and convert local sales the first time his ad is seen.
Display ad campaigns are often image, text-based, or video advertisements which allows users click-through to landing page and then take necessary action such as making a purchase.
It should be noted that using the display and campaign can help Bill reach over 90% of global internet users across more than three million apps and websites. This enable him reach a larger audience.
Answer:
The balloon payment for this loan would be $581,213.92. This can be calculated by taking the original loan amount of $1,000,000, multiplied by the interest rate of 9%, then multiplied by the difference in the amortization period (20 years) and the loan term (7 years). This equals $540,000. Finally, add the original loan amount to the interest amount, resulting in $1,540,000. This is the total amount due at the end of the loan term, or the balloon payment.
Explanation:
Answer:
$ 5.6925
Explanation:
Rate of return= (Current value- original value)/ Original value × 100
15= (Current value- 4.95)/4.95 × 100
Current value= $ 5.6925
<span>The value of $70.00 invested each year for five years, at an annual interest rate of 3% is as follows, and assumes the interest is left in the account at the end of each year.
Principal Interest balance at end of year
Year 1 $ 70.00 $ 2.10 $ 72.10
Year 2 $142.10 $ 4.20 $146.30
Year 3 $216.30 $ 6.49 $222.79
Year 4 $292.79 $ 8.79 $301.58
Year 5 $371.58 $11.14 $382.72 - final value at the end of five years</span>