Answer:
I will take $36,230.5 to pay for the education of child.
Explanation:
Cash Invested in the saving account will earn a return of 8% each year and this amount could be withdrawn by the me to pay for the education of child.
We will use following formula to calculate the annual payments
P = r ( PV ) / [ 1 - ( 1+ r )^-n ]
where
PV = amount of investment = $120,000
r = rate of return = 8%
n = number of period = 4 years
P = 8% ( 120,000 ) / [ 1 - ( 1 + 0.08 )^-4 ]
P = 36,230.5
<span>Group Cohesion
This can be termed as a bond that pulls individuals toward enrollment in a specific gathering and opposes separation from that gathering.</span>
Based on business strategies and production, the statement that is true about product life cycles is "Early adopters buy in the introductory phase."
<h3>What is the Life Cycle of a Product</h3>
The life cycle of a product is a term that is used to describe the proportion of time a product goes from being introduced into the market by the producers until it's taken off the shelve.
Usually, the product life cycle is in different stages, and each of the stages is important to the success of the products in the market.
<h3>The Life cycle of a product is the following:</h3>
- introduction,
- growth,
- maturity, and
- decline.
Generally, the in the introduction stage of a product's life the early adopters are the first category of consumers that try new products before most other consumers key into it.
Hence, in this case, it is concluded that the correct answer is option c. "Early adopters buy in the introductory phase."
Learn more about the Product Life cycle here: brainly.com/question/7510515
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Answer:
$50,500
Explanation:
Calculation for by how much will Whispering Winds Corp. increase its van account
Using this formula
Increase in Van account =List price- Cash discount + Sales tax paid
Let plug in the formula
Increase in Van account=$52,000-$4,200+2,700
Increase in Van account=$50,500
Therefore by how much will Whispering Winds Corp. increase its van account will be $50,500
Answer:
a. Division A = 5.80 %, Division B = 8.95 %
b. Division B is superior. Because, it generates a greater profit margin per each sale made.
Explanation:
<u> a. Compute the profit margins</u>
Profit margin = Profit / Sales × 100
Division A = $134,000 / $2,310,000 × 100
= 5.80 % (2 decimal places.)
Division B = $33,400 / $373,000 × 100
= 8.95 % (2 decimal places.)
<u> b. Based on the profit margins</u>
Division B is superior as it generates a greater profit margin per each sale made.