The error in the behavior.
Explanation of Solution
Here, the individual desires and enjoys to be committed to the stupid things which leads towards heavy debts. If the actions have unforeseen consequences, we could have categorized them under the errors. But since, the individual likes to commit such actions and get into the debt issues knowingly, the actions cannot be considered as an error.
Here, even though, the individual does stupid things, he gets the desired results. Thus, they do not result in reducing the chance for the success. Thus, the stupid behavior of an individual does not constitute any systematic errors. Thus, he did not commit any errors.
Concept introduction:
Error: According to theeconomists, error is an action which reduces the chance of success for an action.
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Chapter 8 Solutions
ECONOMICS W/CONNECT+20 >C<
- Ronald is an Economics students who likes to spend his leisure time of sixty hours a month doing one of two activities: watching movies at Dendy Cinemas Newtown (x), and indoor-climbing (y). A trip to the movies takes 3 hours, and each visit to the climbing gym lasts 5 hours. Further, suppose that Ronald has a fixed monthly monetary budget to spend on leisure activi- ties. He currently exhausts this entire budget by watching two movies and visiting the climbing gym fifteen times. With this monthly budget, he would also have been able to afford exactly seven movies and six visits to the climbing gym. Assume that both goods are perfectly divisible. (a) Write down Ronald's money and time constraints as algebraic inequalities. (b) Show, using algebra, that Ronald's two budget lines intersect at the bundle (x, y) (5.5, 8.7). = (c) Plot Ronald's money constraint using a red dotted line. Plot Ronald's time constraint using a blue dotted line. Clearly label each constraint, any axis…arrow_forward2) Suppose Kelvin receives RM400 allowance a month and he only spends on other goods and food. In the first year, the price of food is RM4 per kg and the price of other goods is RM1 per unit. His utility function is U-20√GF, where G represents other goods and F represents food. In the second year, prices of both commodities increased by RM1 each due to tax. a) Assuming Kelvin maximizes his utility subject to his allowance, how much food and other goods were consumed in the first year? b) In the second year, if his allowance did not increase, how will this affect his food, other goods consumption, and his utility? c) Suppose he received rebates that reflect the true cost of living (an inflation index that holds utility constant over time: ideal cost of living), what is his level of food and other goods consumption under this circumstance? How much compensation did he receive? d) If Kelvin was given a rebate such that he could still enjoy his bundle of goods in the first year, how much…arrow_forwardLouis is trying to decide what combination of cups and plates to buy. His budget is $12. Plates cost $4 each and cups cost $2 each. The numbers in the table represent total utility. Given his budget, which combination will maximize total utility? number of plates and cups.arrow_forward
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