Solve log7 (X+1) + log7 (x-5)=1
how diminishing returns influences the shapes of the variable-cost and total-cost curves
Yes
Diminishing marginal returns occur when adding an additional unit of a variable input, while keeping other inputs constant, results in a smaller increase in total product. This typically happens after a certain level of input has been reached, where the optimal combination of inputs is exceeded, leading to inefficiencies. As more of the variable input is added, the incremental output produced declines, highlighting the limits of production capacity in the short run.
the characteristic of any production system in which increases in variable inputs result in increasing reduction of total output. An indicator of when to stop making additional inputs to the system, when the input exceeds the additional output.
returns to factor means change in physical output of a good or a commodity when the quantity demanded of one factor is increase while that of the other factors remain constant . It is a short run phenomenon and can be possible in three ways they area) Increasing return to factor - increasing returns to a factor refers to a situation on when each additional unit of a variable factor adds more and more to the total output that is when marginal product of a factor increases as more of the variable factor is constantb) constant returns to a factor - constant returns to a factor refers to a situation in which additional units of a variable factors adds the same amount of output that is when the marginal product of the variable factor is constantc) Diminishing returns to a factor refers to a situation in which each additional unit of a variable factor adds lesser and lesser amount of output that is when marginal product of a factor falls as more of it is used
how diminishing returns influences the shapes of the variable-cost and total-cost curves
Yes
Total product increases at a diminishing rate due to the effects of the law of diminishing returns. As more units of a variable input are added to a fixed input, each additional unit of the variable input contributes less to the total output. This occurs because resources become less productive when factors like labor or raw materials are increased beyond a certain level.
Diminishing marginal returns occur when adding an additional unit of a variable input, while keeping other inputs constant, results in a smaller increase in total product. This typically happens after a certain level of input has been reached, where the optimal combination of inputs is exceeded, leading to inefficiencies. As more of the variable input is added, the incremental output produced declines, highlighting the limits of production capacity in the short run.
the characteristic of any production system in which increases in variable inputs result in increasing reduction of total output. An indicator of when to stop making additional inputs to the system, when the input exceeds the additional output.
returns to factor means change in physical output of a good or a commodity when the quantity demanded of one factor is increase while that of the other factors remain constant . It is a short run phenomenon and can be possible in three ways they area) Increasing return to factor - increasing returns to a factor refers to a situation on when each additional unit of a variable factor adds more and more to the total output that is when marginal product of a factor increases as more of the variable factor is constantb) constant returns to a factor - constant returns to a factor refers to a situation in which additional units of a variable factors adds the same amount of output that is when the marginal product of the variable factor is constantc) Diminishing returns to a factor refers to a situation in which each additional unit of a variable factor adds lesser and lesser amount of output that is when marginal product of a factor falls as more of it is used
the extent to which the dependent variable changes
Diminishing returns occur when a function satisfies Innada conditions or, to bemore specific, when:The first derivative of the function is positiveThe second derivative of the function is negative.Diminishing describes the tendency of increases in returns to decline asymptotically towards zero.
Total utility increases at a diminishing rate
The stages of production are typically classified into three categories: increasing returns, diminishing returns, and negative returns. In the increasing returns stage, each additional unit of input results in a proportionally larger increase in output, benefiting from efficiencies and specialization. The diminishing returns stage follows, where adding more inputs leads to progressively smaller increases in output, as resources become less effective. Finally, in the negative returns stage, additional inputs actually decrease total output due to overcrowding or mismanagement of resources.
At a point of inflexion in the law of variable proportions, the maximum output or productivity of a factor of production occurs when the marginal product of that factor begins to decline. This point indicates a shift in the relationship between input and output, where the addition of more of a variable input (while keeping others constant) leads to diminishing returns. Consequently, the total product curve changes from increasing at an increasing rate to increasing at a decreasing rate, highlighting the transition in production efficiency.
Marginal cost is equal to the ratio of change in total cost or total variable cost to change in quantity of output. Marginal cost increases as total product increases since it reflects the law of diminishing marginal returns.