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Demand schedule: a list of demand/price equivalencies. It can best be seen as a table with discrete points. Demand function: a continuous function of price-demand interaction. Main difference: schedule is discrete; function is continuous.
The demand curve demonstrates what happens when a product is demanded by customers. A demand function refers to an event that can affect the demand curve.
bez when demand function have price on y-axis, its mean that price have the inverse relation to the demand, in other words price lead to demand curve.
the determinats demand are prices and non price factor
Demand is a function that defines how much of a certain good are the consumers willing to purchase at a given price.Quantity of demand is the quantity of a certain good the consumers are willing to purchase at a given price, as defined by the function of demand.
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To calculate the elasticity of demand from a demand function, you can use the formula: elasticity of demand ( change in quantity demanded) / ( change in price). This formula helps determine how responsive the quantity demanded is to changes in price.
The shortcut for calculating the Cobb-Douglas demand function is to take the partial derivative of the function with respect to the price of the good in question.
A linear demand function means that any change in the price of the output will have the same effect on the quantity demanded, whatever the price was. It has little relevance to a firm since the demand function is never really linear.
The demand function relates price and quantity. It tells how many units of a good will be purchased at different prices. In general, at a higher price, less will be purchased. Thus, the graphical representation of the demand function (often referred to as the demand curve) has a negative slope.
A demand schedule allows the construction of a demand function which can be used to solve mathematical problems involving demand (such as finding equilibrium demand and price).
To derive the Marshallian demand function from a utility function, you can use the concept of marginal utility and the budget constraint. By maximizing utility subject to the budget constraint, you can find the quantities of goods that a consumer will demand at different prices. This process involves taking partial derivatives and solving for the demand functions for each good.