Pricing Decisions (2) Flashcards

1
Q

How is it possible to try to estimate the “optimal” selling price?

A

By combining an analysis of both costs and demand factors. Designed to maximise short-term profitability

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2
Q

What does the demand equation show?

A

The relationship between the price charged for a product and the subsequent demand for that product

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3
Q

Is a linear relationship likely to happen?

A

No

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4
Q

What happens when demand is linear?

A

The equation for demand is P = a - bQ

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5
Q

How is marginal revenue determined?

A

By the demand curve. MR = a - 2bQ

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6
Q

What is worthwhile for a company to do?

A

Sell further units when increase in revenue gained from the sale of next unit is greater than cost of making it

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7
Q

What does economic theory suggest?

A

To sell more, the selling price will need to be reduced

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8
Q

The result of marginal revenue generated by selling another unit?

A

It will continually fall as output rises

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9
Q

The marginal revenue generated by selling another unit?

A

Will continually fall as output rises

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10
Q

Why is there a point at which it is not worth cutting the price any further?

A

As revenue generated by selling another unit (MR) is below marginal cost of producing it

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11
Q

Profit is maximised only up to?

A

The output level where marginal cost has risen to be exactly equal to the marginal revenue

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12
Q

When is the selling price said to be “optimal”?

A

Where profit is maximised at level of output where marginal revenue = marginal cost

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13
Q

Step 1 in determining optimal price using equations?

A

Determine the demand function

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14
Q

Step 2 in determining optimal price using equations?

A

Make MR equation given equal to the value of MC

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15
Q

Step 3 in determining optimal price using equations?

A

Substitute the values for a and b in Step 1 into MR formulae and solve to find Q

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16
Q

Step 4 in determining optimal price using equations?

A

Take the quantity in Step 3 and put this into demand function to find the price to charge

17
Q

What are incremental costs and revenues?

A

The difference between costs and revenue for corresponding items under each alternative being considered