Hira has Rs.1200 a week to spend on yogurt and mangoes. The price of yogurt is Rs.200, and mangoes are Rs.400 a box. (Hint: Quantity of mangoes to be plotted on the x-axis of the budget line)
How do Hira’s budget line change if, other things remaining the same,
Rotate outward
Rotate inward
Shift parallel outward
Shift parallel outward
Bend inside from the middle
Bend outside from the middle
The price of mangoes falls?
Hira’s income increases?
The price of yogurt rises?
Hira’s income decreases?
A.Shift parallel outward
B.Shift parallel inward
C.Rotate outward
D.Rotate inward
E.Bend outside from the middle
F.Bend inside from the middle
Solution:
The Y-intercept for the budget line ="\\frac{M}{Py}"
M = Total income = Rs.1,200
Py = Price of yogurt = Rs.200
The Y-intercept = "\\frac{1200}{200} = 6"
The X-intercept for the budget line = "\\frac{M}{Px}"
M = Total income = Rs.1,200
Px = Price of mangoes = Rs.400
The X-intercept = "\\frac{1200}{400} = 3"
M = PxX + PyY
1,200 = 400X + 200Y
The changes are explained by the below graph:
a.). If the price of mangoes falls - D. Rotate outward
The budget line will rotate outward by shifting to the right to the new position BL1, since consumers purchase more of good x.
b.). Hira’s income increases - E. Shift parallel outward
The budget line will shift outward parallel to the original budget line to BL3 since consumers will be able to purchase more of good x and good y due to increased income levels.
c.). The price of yogurt rises - C. Rotate inward
The budget line will rotate inward by shifting to the left to the new position BL2 since consumers will purchase less of good y.
d.). Hira’s income decreases - B. Shift parallel inward
The budget line will shift inward parallel to the original line to BL4 since consumers can purchase less of both goods with less income.
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