Based on the marginal cost and the marginal revenue to this monopolistically competitive firm, in the short run the firm should increase the level of output.
<h3>Why should the firm increase output?</h3>
Firms will maximize their profit if they produce at a point where marginal cost equals marginal revenue.
As the marginal revenue is $25 and the marginal cost is $20, the firm should increase output until both these things are the same.
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Answer:
One approach is to use the simple equation Value = Benefits / Cost. The plus side to this approach is that it is concrete and quantifiable. You can measure the profit consistently throughout the life of the product, charting changes in value over time.
Answer:
Inelastic
Explanation:
When the price of hamburgers increased from $1.50 to $2.75, the quantity demanded decreased from 375 units sold to 250 units sold. Using the midpoint method, hamburgers are said to be inelastic
1. Change in price = 2.75-1.5 / (1.5+2.75)/2 = 1.25/2.125 = 0.59
2. Change in quantity demanded = 375-250 / (375+250)/2 = 125/ 312.5 = 0.4
3. Price Elasticity = 0.4/0.59 = 0.68
4. When the value of elasticity is less than 1, it suggests that the demand is insensitive to price and is inelastic
Answer:
Re = 8.79%
Explanation:
annual growth rates:
($1.38 - $1.25) / $1.25 = 0.104
($1.49 - $1.38) / $1.38 = 0.078
($1.60 - $1.49) / $1.49 = 0.074
($1.69 - $1.60) / $1.60 = 0.056
geometric growth rate = ⁴√(1.104 x 1.078 x 1.074 x 1.056) - 1 = ⁴√1.34976 - 1 = 1.0779 - 1 = 0.0779 = 7.79%
P₀ = Div₁ / (Re - g)
$199 = $2 / (Re - 0.0779)
Re - 0.0779 = $2 / $199 = 0.01
Re = 0.01 + 0.0779 = 0.0879 = 8.79%
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