has a larger font size
includes a current promotion
is listed after search results
includes at least two different colors
has a relevant headline
Answer:
has a relevant headline
includes a current promotion
Explanation:
A google search ad is a paid advertisement that is created to promote a product or service using the google ads platform and they appear in the search results on Google. To create a relevant ad that will earn user clicks, Ginger should focus on creating an ad that has a relevant headline that is related to the product or service so that it will attract the potential customers that are looking what she is offering. Also, the ad should include a current promotion that will increase potential customer's interest and call them to action.
The other options are not right because having a large font size, being listed after search results and including at least two different colors won't get customers interest and lead them to act by clicking on the ad.
Answer:
Price Skimming
Explanation:
Price skimming is one kind of price-setting strategy where marketers set a relatively higher price when the product launch initially in the market. Generally, the producer sets a higher price rather than it should prevail in the market, and later on, the price goes down due to lower demand. Price skimming strategy only applicable to a new product that is about to launch in the market. It is generally done by fancy advertising of the product.
Answer:
Option B It presents variable cost as a slope coefficient
Explanation:
The reason is that the total cost function is:
Y = a + bx
The total cost in this case is Y, a is fixed cost as an intercept, b is variable cost represented as an slope and coefficient and x is level of activity which is independent of Y.
So the right answer is option B.
Answer:
33.77%
Explanation:
In one year, you are going to receive ($42 x 100) + ($0.56 x 100) = $4,256
you must return ($35.50 x 50) = $1,775
plus interests = $1,775 x 6% = $106.50
total return = $4,256 - $1,775 - $106.50 = $2,374.50
you invested $1,775
return on your investment = ($2,374.50 / $1,775) - 1 = 33.77%
