Please refer to the following information to answer the question (in bold) below: • You have $400 allocated for your monthly food budget. • You can either purchase meals at a restaurant (R) or buy groceries (G) to prepare food at home. • The price of restaurant meals is $8/meal (PR= $8). • The price of groceries is $2/pound of food (PG= $2). Reset the price of restaurant meals to $8/meal (PR = $8). Due to losing hours at work, let's assume your income falls. This causes your food budget to contract to $200/month. Answer each of the following questions related to the reduction of your food budget. i. Which of the following statements best describes the graphical impact on your budget constraint of the decrease in your grocery budget? [Select] ◊ ii. How does the decrease in your grocery budget impact the slope of your budget constraint? [Select] ✪ iii. Consider Bundle B: (G, F) = (50, 40). Can the consumer choose that bundle after the change in their grocery budget? [Select] ◊
Options:
i. A)the budget constraint experiences a parallel shift inward B)the budget constraint experiences a parallel shift outward C)the budget constraint rotates inward along the groceries axis D) the budget constraint rotates outward along the restaurant meals axis
ii) A)Steepens the slope of the budget constraint B)Flattens the slope of the budget constraint C)has no effect on the slope of the budget constraint
iii) A)Yes, Bundle B is affordable B) No, Bundle B is unaffordable C) More information is needed to answer the question
Initially, the food budget is $400 and price of a restaurant meal is $ 8 per meal, and the price of groceries is $2 per pound of food.
Equation of budget constraint:
Equation 2 represents the initial budget constraint.
Now the food budget falls to $200 per month.
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