To get the growth rate, we will follow the Gordon Growth modelP= D/(K-G)whereP= stock value=$68D= Expected dividend=$3.85G= Growth rateK= required rate of returnG =K-(D/P)Substitute the given valuesG= 0.11-(3.85/68)
G= 5.34%The growth rate for stock required is 5.34%
Answer:
$5,566.84
Explanation:
to determine the amount of money that Mary had in her account at the beginning of the year we can use the resent value formula:
present value (PV) = future value (FV) / (1 + interest rate)ⁿ
where:
- FV = $6,248.95
- interest rate = 12.253%
- n = 1
PV = $6,248.95 / (1 + 12.253%) = $6,248.95 / 1.12253 = $5,566.84
b. The optional pricing strategy (O.P.)
More about optional pricing:
When a company uses optional product pricing, it sets a base product at a lower cost and additional, optional products at a higher price to make up for any losses. Optional products are not required for the base product to function, but they typically improve the customer experience.
The two key components of optional product pricing:
- A base product is the main draw for the customer or the reason they are purchasing. It meets the needs of the customer and does not require the optional product to function.
- A complimentary product(s): A product that a customer who purchased the base product is likely to purchase in order to improve their experience with the base product.
Learn more about pricing here:
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