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natulia [17]
3 years ago
11

. Discuss and Implement the Price Adjustment Strategies in current market. Apply each strategy with 3 examples along with pictur

e. (10 Marks) (200 Words)
Business
1 answer:
avanturin [10]3 years ago
8 0

Answer:

There are many different price adjustment strategies which can be implemented in the current market.

Explanation:

Psychological pricing:

Psychological pricing is a strategy in which the price of a product is displayed with mostly one cent difference so the whole number shown is less by $1 and this difference can get higher if the price of the product is more.

Example 1: The price for a toy in a toy shop is $4.99, if rounded this will be $5 but the whole number visible is $4.

Example 2: The price of a laptop is $193, this again is nearly $200 but the price is reduced by $7 in order to influence their customers into buying the product.

Example 3: The price of a car is $35,995, this again is about $36,000 but the buyer may be influenced by this technique and result in purchasing the product with such price.

Geographical Pricing:

Geographical pricing is a strategy where different prices are charged in different outlets, this strategy is made keeping in mind the purchasing power of the locality, if the local people can pay higher price for a product then the price is high there but same product may have a lower price in an area where people can not pay high price.

Example 1: Price of a T-shirt is $15 in a posh area while the price of the same T-shirt is $5 in an area with poor locality.

Example 2: Price of a hair brush is $10 in a poor area while the same brush is available in a posh area at a rate of $35.

Example 3: Price for a food item is $6 in a restaurant in posh area while the same burger is available for $3 in a restaurant in a poor area.

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Answer:

The complete part of the question is found below:

Neglect the salvage value for payback period rate of return

Applicable rate of return is 15%

Answers:

Payback is 5.33 years

Present worth is -$18,909.48

UAC is -$ 4,996.58

Rate of return is 18.75%

Explanation:

In case of an even cash flow like this when the net cash flow yearly is $15,000($40,000-$25000), the payback period is initial investment/net annual cash flow

Payback=$80,000/$15,000= 5.33  years

Present is computed thus

Year   cash flow discount factor  pv=cash flow*discount factor

0        -$80,00       1/(1+0.15)^0      (80,000.00)

1         $15000         1/(1+0.15)^1      13,043.48  

2         $15000        1/(1+0.15)^2      11,342.16  

3         $15,000        1/(1+0.15)^3       9,862.74  

4         $15,000       1/(1+0.15)^4         8,576.30  

5         $15,000      1/(1+0.15)^5          7,457.65  

6         $25,000     1/(1+0.15)^6           10,808.19  

present worth                                     (18,909.48)

The uniform annual cost=NPV*r/(1-(1+r)^-n

NPV is -$18,909.48*0.15/(1-(1+0.15)^-6)

            =-$ (2,836.42) /0.567672404

           =-$ (4,996.58)

The rate of return can be computed thus:

rate of return=annual cash flow/initial investment*100

annual cash flow is $15000

initial investment is $80,000

rate of return=15,000/80000*100

                      =18.75%

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