The consumer gets positive benefits from consuming bread (B) and cake (K). Consumer utility is as follows: U(B,K) = 20·B2·K The price of bread is 200 ISK. but the price of a cake is 400 ISK. Consumer consumption is set restrictions as his income is ISK 20,000. Put cakes on x-axis and bread on pictures y-axis. a) Show the equation for the locating ratio of bread for one cake. Draw the equivalence curve on a graph and interpret what the equation position ratio says at each point in the equivalence process. b) Find the most efficient consumption combination and draw on the picture. c) The state decides to tax bread so its price rises to 400. Who is the most cost-effective consumption mix based on changing prices? Change change consumption patterns in the separate effects of displacement and income effects. Show the most efficient the consumption composition in the picture and differentiate the changed consumption due to price changes in transfer and income effects.
Transfer and revenue effect:
The consumer gets positive benefits from consuming bread (B) and cake (K). Consumer utility is as follows:
U(B,K) = 20·B2·K
The price of bread is 200 ISK. but the price of a cake is 400 ISK. Consumer consumption is set restrictions as his income is ISK 20,000. Put cakes on x-axis and bread on pictures y-axis.
a) Show the equation for the locating ratio of bread for one cake. Draw the equivalence curve on a graph and interpret what the equation position ratio says at each point in the equivalence process.
b) Find the most efficient consumption combination and draw on the picture.
c) The state decides to tax bread so its price rises to 400. Who is the most cost-effective consumption mix based on changing prices? Change change consumption patterns in the separate effects of displacement and income effects. Show the most efficient the consumption composition in the picture and differentiate the changed consumption due to price changes in
transfer and income effects.
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