y 1. Draw a large (half a sheet of lined paper) budget constraint (feasible set) with income on the y-axis and free time per day on the x-axis. Label the x and intercepts. Draw the optimal point on your budget constraint at 10 hours of work with an indifference curve passing through it.
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- Consider a graph with paper on the x-axis and pencils on the y-axis. If income increases, then (select all that apply): Check All That Apply the budget constraint will become steeper (the absolute value of the slope will increase).the budget constraint will become steeper (the absolute value of the slope will increase). the budget constraint will become flatter (the absolute value of the slope will decrease). the budget constraint will become flatter (the absolute value of the slope will decrease). the slope of the budget constraint will not change.the slope of the budget constraint will not change. the x-intercept will increase.the x-intercept will increase. the x-intercept will decrease.the x-intercept will decrease. the x-intercept will not change.the x-intercept will not change. the y-intercept will increase.the y-intercept will increase. the y-intercept will decrease.the y-intercept will decrease. the y-intercept will not change.Consider a graph with paper on the x-axis and pencils on the y-axis. If the price of pencils increases, then (select all that apply): Check All That Apply the budget constraint will become steeper (the absolute value of the slope will increase).the budget constraint will become steeper (the absolute value of the slope will increase). the budget constraint will become flatter (the absolute value of the slope will decrease). the budget constraint will become flatter (the absolute value of the slope will decrease). the slope of the budget constraint will not change.the slope of the budget constraint will not change. the x-intercept will increase.the x-intercept will increase. the x-intercept will decrease.the x-intercept will decrease. the x-intercept will not change.the x-intercept will not change. the y-intercept will increase.the y-intercept will increase. the y-intercept will decrease.the y-intercept will decrease. the y-intercept will not…Mega Partner is selling two products Marker(m) and Eraser(e) and their budget is given with thefollowing equation: 15Qe+ 30Qm= 3000. Now answer the following questions. I. Draw the budget line for Mega PartnerII. What would be the highest amount spend on Marker with the existing budgetIII. If Total budget increases to 4500 what would be the new budget line (use diagram)IV. If Price of the Marker becomes 15, how this changes the existing budget line keeping allthe values remain same.
- Consider a graph with paper on the x-axis and pencils on the y-axis. If the price of pencils increases, then (select all that apply): the budget constraint will become steeper (the absolute value of the slope will increase).the budget constraint will become steeper (the absolute value of the slope will increase). the budget constraint will become flatter (the absolute value of the slope will decrease). the budget constraint will become flatter (the absolute value of the slope will decrease). the slope of the budget constraint will not change.the slope of the budget constraint will not change. the x-intercept will increase.the x-intercept will increase. the x-intercept will decrease.alex has a budget of $100 a month for a movie tickets and restaurant meals. A movie ticket will cost $10 and a restaurant meal costs $20. which of the following combinqtions is part of alexs budget constraint?Consider a graph with paper on the x-axis and pencils on the y-axis. If the price of paper decreases, then (select all that apply): the budget constraint will become steeper (the absolute value of the slope will increase).the budget constraint will become steeper (the absolute value of the slope will increase). the budget constraint will become flatter (the absolute value of the slope will decrease). the budget constraint will become flatter (the absolute value of the slope will decrease). the slope of the budget constraint will not change.the slope of the budget constraint will not change. the x-intercept will increase.the x-intercept will increase. the x-intercept will decrease.
- A budget constraint line represents the different combinations of two goods that will yield the consumer the same satisfaction. O prices that will yield the consumer the same satisfaction. prices the consumer faces when deciding what goods to consume. two goods the consumer is able to purchase.Draw an individual choice diagram for a person choosing between buying apples or bananas with a budget constraint. Be sure to label the curves and optimizing solution set of Qb and Qa. Explain why individuals make choices that are directly on the budget constraint, rather than inside the budget constraint or outside it.Jody has $360 to spend on her summer vacation. She decided to use the moneyon trips to the zoo and on tickets to the movies. Her original budget constraintis shown below. Let X represent movie tickets and Y represent trips to the zoo.i. What is the equation of the original budget constraint
- What is a budget line slope calledQuestion 2Consider the following diagram. This diagram depicts indifference curves of three differentconsumers: Elena, Peter and Tim. They all face the same budget constraint (the bold blackline). A, B, C, D represent some of the possible consumption bundles. Answer the followingquestions using this graph. I have attached an image of the graph. Q. In the above graph (on Page 18), shade all the “Worse-than-C” bundles for Elena(assuming she likes to consume both Muffins and Coffee). If possible, please send a shot of a sketch of the shaded area.I MUST DRAW THE BUDGET CONSTRAINT AND INDIFFERENCE CURVE