When demand is elastic, the price elasticity of demand is greater than one (|E| > 1). In this scenario, a decrease in price leads to a proportionally larger increase in quantity demanded, resulting in an increase in total revenue. Marginal revenue (MR) can be calculated as the change in total revenue divided by the change in quantity; since total revenue increases with a price decrease, MR remains positive but is less than the price. Mathematically, if the price (P) is $10 and the quantity demanded increases significantly due to a price drop, MR would be positive but less than $10, confirming that demand is elastic.
When Demand is perfectly elastic, Marginal Revenue is identical with price.
unit elastic
I'm thinking that marginal revenue product is the marginal revenue on one product, and marginal revenue is the marginal revenue on the whole firm sales... I'm wondering the same thing but the above response is incorrect. both terms imply values on one item as indicated by the "marginal"
price = marginal revenue. marginal revenue > average revenue. price > marginal cost. total revenue > marginal co
A company maximizes profits when marginal revenue equals marginal costs.
When Demand is perfectly elastic, Marginal Revenue is identical with price.
unit elastic
Demand is unit elastic.
A wild guess is that it is negative.
I'm thinking that marginal revenue product is the marginal revenue on one product, and marginal revenue is the marginal revenue on the whole firm sales... I'm wondering the same thing but the above response is incorrect. both terms imply values on one item as indicated by the "marginal"
price = marginal revenue. marginal revenue > average revenue. price > marginal cost. total revenue > marginal co
Marginal revenue is the change in total revenue over the change in output or productivity.
A company maximizes profits when marginal revenue equals marginal costs.
Explain why the marginal revenue(MR) is always less than the average revenue (AR)?
Marginal Cost = Marginal Revenue, or the derivative of the Total Revenue, which is price x quantity.
To determine the marginal revenue formula for a business, you can calculate the change in total revenue when one additional unit of a product is sold. The formula for marginal revenue is MR TR/Q, where MR is marginal revenue, TR is the change in total revenue, and Q is the change in quantity sold. By analyzing the revenue data and applying this formula, businesses can determine their marginal revenue.
A monopolist will set production at a level where marginal cost is equal to marginal revenue.