ellipse
An ellipse
No, it would not.
Your question seems very confused. The normal convention of the Cartesian coordinate system would place negative numbers below the x axis, so that any curve approaching negative infinity would curve downward, not upward.
Take the definite integral (and your bounds should be the two places where the curve crosses the x-axis).
ellipse
An ellipse
The difference is the Y- axis. In the case of the Demand curve the Y - axis is the retail price of the good. On the Engel's curve the Y -axis is the amount of income over a set period of time.
No, it would not.
The x-axis of a solubility curve typically displays temperature in degrees Celsius.
Graphically, the Y axis is price and the X axis is quantity. The demand curve slopes downward, while the supply curve slopes upward. When quantity demanded exceeds quantity supplied the market is out of equilibrium. As a result, the price of goods increases, thereby decreasing the quantity demanded. This is characterized as a move up along the demand curve and not a shift. Changes in endogenous variables, ie price and quantity, are just movements along the curve.
Graphically, the Y axis is price and the X axis is quantity. The demand curve slopes downward, while the supply curve slopes upward. When quantity demanded exceeds quantity supplied the market is out of equilibrium. As a result, the price of goods increases, thereby decreasing the quantity demanded. This is characterized as a move up along the demand curve and not a shift. Changes in endogenous variables, ie price and quantity, are just movements along the curve.
Graphically, the Y axis is price and the X axis is quantity. The demand curve slopes downward, while the supply curve slopes upward. When quantity demanded exceeds quantity supplied the market is out of equilibrium. As a result, the price of goods increases, thereby decreasing the quantity demanded. This is characterized as a move up along the demand curve and not a shift. Changes in endogenous variables, ie price and quantity, are just movements along the curve.
Your question seems very confused. The normal convention of the Cartesian coordinate system would place negative numbers below the x axis, so that any curve approaching negative infinity would curve downward, not upward.
It depends. If voltage is drawn along the horizontal axis, then the slope at any point on the graph represents the reciprocal of resistance at that point. If current is drawn along the horizontal axis, then the slope at any point on the graph represents the resistance at that point.
Idk123
Take the definite integral (and your bounds should be the two places where the curve crosses the x-axis).