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Bread
Q = 100 + 0,5 1 - 30P1+ 20P2,
where Q is the annual value of demand; I is income; P1 is the
Define :
1) the function of the annual demand for bread with an income of 10 thousand rubles per month and the price of pasta 250 rubles per 1 kg;
2) the price at which the demand for bread will be zero. Construct the demand curve for bread.
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- At the beginning of this year, daily consumption of gasoline in the US amounted to 344 million gallons. It is estimated that for every 10%10% increase in the price of gasoline, quantity demanded falls by 2.5%. By the end of this year, the price of gasoline is expected to increase by 40 cents from $2.852.85 per gallon. Based on this information, what is the expected quantity demanded (QD) for gasoline at the end of this year? Please specify your answer to one decimal place. Expected QD : millions of gallonsThe demand equation for a particular candy bar is px + x + 20p = 3000 where 1000x candy bars are demanded per week when p cents is the price per bar. If the current price of the candy is 49 cents per bar and the price per bar is increasing at the rate of 0.2 cents each week, find the rate of change in the demand.The table below shows the quantity of gasoline supplied by producers (Qs) and quantity of gasoline demanded by consumers (Qd) given certain price levels (P). 1. . Derive the Qd and Qs functions assuming that both variables are linearly related to price of gasoline. 2. Give the economic meaning of the slope of Qs and Qd functions.
- The quantity demanded of the commodity in the market is 25 units when the selling price per unit is P12. Derive the demand equation given that because of the decrease in price to P8 per units, the quantity demanded increased to 60 units.The demand equation for a firm’s product has been estimated as Ln Qx = 7.3 – 2 Ln Px + 0.5 Ln I + 0.25 Ln Py - 1.5 Ln Pz, where Qx represents unit sales of brand X, Px is the price of brand X, I is per-capita income, Py is the price of brand Y, and Pz is the price of brand Z. (A)Write this demand equation in its multiplicative form. (B) What is the price elasticity of demand for brand X? is demand price elastic or inelastic? (C)What is the income elasticity of demand for brand X? What type of good is brand X?The demand equation for a firm’s product has been estimated as Ln Qx = 7.3 – 2 Ln Px + 0.5 Ln I + 0.25 Ln Py - 1.5 Ln Pz, where Qx represents unit sales of brand X, Px is the price of brand X, I is per-capita income, Py is the price of brand Y, and Pz is the price of brand Z. (A)Write this demand equation in its multiplicative form. (B) What is the price elasticity of demand for brand X? is demand price elastic or inelastic? (C)What is the income elasticity of demand for brand X? What type of good is brand X? (D)What is the cross-price elasticity of demand for brand X in relation to the price of brand Y? What is the relationship between brand X and brand Y? (E) What is the cross-price elasticity of demand for brand X in relation to the price of brand Z? What is the relationship between brand X and brand Z? (F) What effect will an increase in Px by 10% have on the firm’s total revenues? (G)What is the total effect will an increase in Px by 10%, a decrease in I…
- At the beginning of this year, daily consumption of gasoline in the US amounted to 344 million gallons. It is estimated that for every 10%10% increase in the price of gasoline, quantity demanded falls by 2.0%. By the end of this year, the price of gasoline is expected to increase by 40 cents from $3.103.10 per gallon. Based on this information, what is the expected quantity demanded (QD) for gasoline at the end of this year? Please specify your answer to one decimal place.The demand equation for a particular candy bar is px + x + 20p = 3000 where 1000x candy bars are demanded per week when p dollars is the price per bar. If the current price of the candy is 49 dollars per bar and the price per bar is increasing at the rate of 0.2 dollars each week, find the rate of change in the demand.Consider the following linear demand function where QD = quantity demanded, P = selling price, and Y = disposable income: QD = -36 - 2.1P + .24Y. The coefficient of Y (i.e., .24) indicates that (all other things being held constant): * for a one percent increase in disposable income, quantity demanded would increase by 0.24 percent for a one unit increase in disposable income, quantity demanded would increase by 2.1 units for a one percent increase in disposable income, quantity demanded would decline by 2.1 percent for a one percent increase in disposable income, quantity demanded would decline by 0.24 percent
- If the demand function for a commodity is given by the equation p2 + 4q = 1200 and the supply function is given by the equation 700 − p2 + 10q = 0, find the equilibrium quantity and equilibrium price. (Round your answers to two decimal places.)Suppose the current exchange rate is 115 yen per dollar. We currently have a demand for 50 units of our product when the unit price is 800 yen. The cost of producing and shipping the product to Japan is $6, and the current elasticity of demand is –0.15625. Find the optimal price to charge for the product (in yen) for each of the following exchange rates: 60 yen/$, 80 yen/$, 100 yen/$, 120 yen/$, 140 yen/$, and 160 yen/$. Assume the demand function is linear. use the following formula for demand: Demand = 175 - 0.15625 x PriceIf the demand function for a commodity is ?2+4?=1600p2+4q=1600 and the supply function is given by the equation 300−?2+2?=0300−p2+2q=0, find the equilibrium quantity and equilibrium price.