What is slope line budget?

The slope of the budget line is the is the ratio of the prices of good 1 and good 2. This would mean price of good on the x axis divided price of goods on the y axis. The slope of a budget line is always negative as it is downward sloping.

Why does the budget line slope?

Budget line is a downward sloping line because given the prices of goods X and Y, and income of the consumer, more of Good-X (on X-axis) can be purchased only when less of Good-Y (on Y-axis) is purchased.

What is the slope of budget constraint?

The slope of the budget constraint is determined by the relative price of the choices. Choices beyond the budget constraint are not affordable. Opportunity cost measures cost by what is given up in exchange.

How do you calculate the slope of a budget?


Quote from video: Because as we're going to see the slope of the budget constraint is going to have a number of useful intuitive meanings so here we'll remember that the slope of a line is just change in Y divided.

What is the meaning of budget line?

Budget line definition



The budget line is a graphical delineation of all possible combinations of the two commodities that can be bought with provided income and cost so that the price of each of these combinations is equivalent to the monetary earnings of the customer.

Why budget line is straight line?

Understanding Slopes of Budget Lines (Budget Constraint) ·

Why is the budget line downward sloping quizlet?

Why is the budget line downward sloping? – Because in order to consumer more of one good, the consumer must consume less of something else.

Why is the slope of budget line Px Py?

Recall that MRS is the slope of the indifference curve, and Px/Py is the slope of the budget line. This means that if the slope of the indifference curve is steeper than that of the budget line, the consumer will consume more x and less y.

Why is budget constraint slope negative?

Budget Constraints in General



It also states that the slope of the budget constraint is the negative of the price of the good on the x-axis divided by the price of the good on the y-axis. (This is a bit odd since the slope is usually defined as the change in y divided by change in x, so be sure not to get it backward.)