In a typical production possibilities frontier (PPF) diagram, points in the unattainable area lie beyond the curve, representing combinations of goods that cannot be produced given current resources and technology. These points are not feasible under the assumption of ceteris paribus, which means all other factors are held constant. Therefore, any point that requires more resources or technology than what is available would be considered unattainable.
In microeconomics, "unattainable" refers to a situation or point on a production possibilities frontier (PPF) that cannot be achieved given the current resources and technology available to an economy. It signifies combinations of goods or services that exceed the economy's capacity to produce, highlighting the limits of resource allocation. Essentially, unattainable points illustrate the constraints faced by producers in maximizing output.
The PPF graph is a bowed out curve. The x-axis being quantity produced of one product/service and the y-axis being another quantity produced of a product/service. Any point on the curve is productive efficiency. Outside of the curve is unattainable and inside of the curve is inefficient.
Initially, the MPL and APL fall since there can be no jump in the level of capital used by these workers, and thus output put worker is less than before. However, as time goes on, actual invesmtent exceeds break-even investment and the level of capital increases until the old equilibrium value of capital per worker is reached. At this point, after convergence or time, the MPL and APL are restored to their original values (ceteris paribus).
As a consumer with a finite amount of resources there is a point where the product will become unattainable after it reaches a certain price. Price goes us, demand goes down, therefore the demand curve is downsloping in relationship to the increasing price.
The Efficient Frontier is a graph that shows the portfolio (combination of stocks and bonds) that would give you the highest return at each level of risk. Any point above that is unattainable without a change in risk, any point below is inefficient (that is you could receive greater return for that mix of stocks and bond then you are currently receiving).
The arrows in the diagram point to the right.
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In microeconomics, "unattainable" refers to a situation or point on a production possibilities frontier (PPF) that cannot be achieved given the current resources and technology available to an economy. It signifies combinations of goods or services that exceed the economy's capacity to produce, highlighting the limits of resource allocation. Essentially, unattainable points illustrate the constraints faced by producers in maximizing output.
meet at the critical point on the diagram.
The melting point or boiling point ...................
The PPF graph is a bowed out curve. The x-axis being quantity produced of one product/service and the y-axis being another quantity produced of a product/service. Any point on the curve is productive efficiency. Outside of the curve is unattainable and inside of the curve is inefficient.
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The attainable region in a production possibilities frontier (PPF) represents all the combinations of goods or services that can be produced using available resources and technology. The unattainable region represents combinations that cannot be produced given current constraints. Any point inside the PPF is efficient, while points outside the PPF are unattainable without increasing available resources or improving technology.
This point is call the "triple point" and this is where all three lines meet together on the phase diagram.
The point on a phase diagram at which all phases occur simultaneously is called the triple point. This is the point at which all three phases - solid, liquid, and gas - coexist in equilibrium.
Initially, the MPL and APL fall since there can be no jump in the level of capital used by these workers, and thus output put worker is less than before. However, as time goes on, actual invesmtent exceeds break-even investment and the level of capital increases until the old equilibrium value of capital per worker is reached. At this point, after convergence or time, the MPL and APL are restored to their original values (ceteris paribus).
The critical point on a phase diagram is located at the intersection of the liquid-vapor phase boundary and the critical temperature line. At this point, the distinction between liquid and vapor phases disappears.