QuestionSeptember 28, 2026

(1) 13. Make a recommendation to the company based on the revenue table.Write a paragraph supporting your recommendation. Use square the word elastic or inclastic in your response, and Include a calculation of demand elasticity. square

(1) 13. Make a recommendation to the company based on the revenue table.Write a paragraph supporting your recommendation. Use square the word elastic or inclastic in your response, and Include a calculation of demand elasticity. square
(1) 13. Make a recommendation to the company based on the revenue table.Write a paragraph supporting your recommendation. Use
square  the word elastic or inclastic in your response, and Include a calculation of demand elasticity.
square

Solution
4.2(150 votes)

Answer

The demand is [elastic/inelastic] with an elasticity of [calculated value]. Therefore, the company should [increase/decrease] prices to optimize revenue. Explanation 1. Calculate Demand Elasticity Demand elasticity is calculated using the formula: E_d = \frac{\text{Percentage change in quantity demanded}}{\text{Percentage change in price}}. Determine the percentage changes from the revenue table. 2. Analyze Elasticity If E_d > 1, demand is elastic; if E_d < 1, demand is inelastic. Use the calculated elasticity to determine the nature of demand. 3. Make Recommendation Based on elasticity, recommend whether to increase or decrease prices. If demand is elastic, lowering prices may increase revenue. If inelastic, raising prices could be beneficial.

Explanation

1. Calculate Demand Elasticity<br /> Demand elasticity is calculated using the formula: $$E_d = \frac{\text{Percentage change in quantity demanded}}{\text{Percentage change in price}}$$. Determine the percentage changes from the revenue table.<br />2. Analyze Elasticity<br /> If $E_d > 1$, demand is elastic; if $E_d < 1$, demand is inelastic. Use the calculated elasticity to determine the nature of demand.<br />3. Make Recommendation<br /> Based on elasticity, recommend whether to increase or decrease prices. If demand is elastic, lowering prices may increase revenue. If inelastic, raising prices could be beneficial.
Click to rate:

Similar Questions