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Budget Constraint

The budget constraint is a line that shows all the combinations of two products that you can afford to buy with the same budget.



Income (Budget) = Px(Qx) + Py (Qy)Income\ \left(Budget\right)\ =\ Px\left(Qx\right)\ +\ Py\ \left(Qy\right)


Slope of budget = PxPySlope\ of\ budget\ =\ \frac{-Px}{Py}

Example: If your income is $100, the price of good X is $10 and the price of good Y is $20 the intercept on the Y axis would be
100/20 = 5
and the intercept on the X axis would be
100/10 = 10
. The slope of the budget line (constraint) would be
-10/20 = -0.5

If your budget increases the budget line shifts
right
and if budget decreases it shifts
left
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Slope of the Budget Constraint

If the price of one of the products changes, the slope of the budget constraint changes but it does not shift.



  • In the diagram above the price of X
    decreased
    because the amount of X we can buy increased.
  • In the diagram below the price of Y
    increased
    because the amount of Y we can buy decreased.














Practice: Budget Constraint

Suppose the budget line changes, moving to a higher Y intercept than before while maintaining the same X intercept. Which is the most likely cause for this change?
Extra Practice