Commerce Exam > Commerce Videos > Economics Class 11 > Return to Scale - Economics
Return to Scale - Economics Video Lecture | Economics Class 11 - Commerce
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FAQs on Return to Scale - Economics Video Lecture - Economics Class 11 - Commerce
| 1. What is return to scale in economics? |  |
Ans. Return to scale refers to the change in output that results from a proportional change in all inputs used in production. It examines how the increase or decrease in the scale of production affects the overall output. If there is an increase in output proportionate to the increase in inputs, it is known as increasing returns to scale. Conversely, if the increase in inputs leads to a less than proportionate increase in output, it is referred to as decreasing returns to scale. If the increase in inputs leads to an equal increase in output, it is known as constant returns to scale.
| 2. How is return to scale different from economies of scale? | |
Ans. While both return to scale and economies of scale are related to the scale of production, they have distinct meanings. Return to scale focuses on the change in output resulting from proportional changes in all inputs used in production. It examines the relationship between input and output when all inputs are increased or decreased proportionately. On the other hand, economies of scale focus on the cost per unit of output as the scale of production increases. It analyzes the cost advantages that arise from increasing the scale of production, such as spreading fixed costs over a larger output.
| 3. What are the implications of increasing returns to scale? | |
Ans. Increasing returns to scale have several implications in economics. Firstly, it implies that as the scale of production increases, the cost per unit of output decreases. This phenomenon can lead to economies of scale and lower production costs for firms, potentially leading to higher profits. Additionally, increasing returns to scale can also result in a higher market share for firms, as they can produce larger quantities at lower costs compared to their competitors. It can also lead to technological advancements and innovation as firms strive to exploit the benefits of increasing returns to scale.
| 4. How do decreasing returns to scale affect the production process? | |
Ans. Decreasing returns to scale indicate that the increase in inputs leads to a less than proportionate increase in output. This means that as the scale of production expands, the efficiency of production decreases, resulting in higher costs per unit of output. Firms experiencing decreasing returns to scale may face challenges such as diminishing returns, where further increases in inputs yield even smaller increases in output. They may need to invest in additional resources, technology, or labor to maintain or improve their output levels, leading to higher costs and potentially lower profits.
| 5. What is the significance of constant returns to scale? | |
Ans. Constant returns to scale imply that the increase in inputs leads to an equal increase in output. This means that as the scale of production expands, the costs per unit of output remain constant. Constant returns to scale are desirable for firms as they allow for efficient production without experiencing diminishing returns or cost inefficiencies. It enables firms to maintain stable cost structures, achieve economies of scale, and potentially increase their market share. However, it is important to note that constant returns to scale do not necessarily indicate optimal efficiency, as firms may still have room for improvement in their production processes.
Text Transcript from Video
hello welcome my students often confuse
constant returns to scale with
diminishing marginal returns in this
video I hope you'll learn the difference
I want to thank walter nicholson and
oliver blanchard for their contribution
through their textbooks meet foghorn
leghorn you'll be your host for this
video the bombastic order from looney
tunes to make an egg let's assume that a
worm and a chicken and a Rhode Island
Red
that is are needed a worm and the labor
combined to make the egg this is why I
like to use the worm and the egg if you
straighten out the worm it can turn into
a knife or an input and the egg which
absol so the processing is the output
and it can be turned into an O
now that we have a definition of inputs
and output let's move on to returns to
scale what happens when we double the
inputs if the firm exhibits constant
returns to scale then the output doubles
doubling the inputs doubles the output
this is known as constant returns to
scale doubling the inputs and getting
less than double the output shows
decreasing returns to scale doubling the
inputs and getting more than twice the
output shows increasing returns to scale
the cobb-douglas production function is
often used in economics take the
function Q raised to the power 0.5 times
L raised to the power 0.5 or the square
root of K times L here the exponents add
up to 1 this function has constant
returns to scale
if the exponents added up to less than 1
like point 7 5 then the function has
decreasing returns to scale if the sum
of the exponents is greater than 1 then
the function has increasing returns the
scale please visit me at my blog thank
you
constant returns to scale with
diminishing marginal returns in this
video I hope you'll learn the difference
I want to thank walter nicholson and
oliver blanchard for their contribution
through their textbooks meet foghorn
leghorn you'll be your host for this
video the bombastic order from looney
tunes to make an egg let's assume that a
worm and a chicken and a Rhode Island
Red
that is are needed a worm and the labor
combined to make the egg this is why I
like to use the worm and the egg if you
straighten out the worm it can turn into
a knife or an input and the egg which
absol so the processing is the output
and it can be turned into an O
now that we have a definition of inputs
and output let's move on to returns to
scale what happens when we double the
inputs if the firm exhibits constant
returns to scale then the output doubles
doubling the inputs doubles the output
this is known as constant returns to
scale doubling the inputs and getting
less than double the output shows
decreasing returns to scale doubling the
inputs and getting more than twice the
output shows increasing returns to scale
the cobb-douglas production function is
often used in economics take the
function Q raised to the power 0.5 times
L raised to the power 0.5 or the square
root of K times L here the exponents add
up to 1 this function has constant
returns to scale
if the exponents added up to less than 1
like point 7 5 then the function has
decreasing returns to scale if the sum
of the exponents is greater than 1 then
the function has increasing returns the
scale please visit me at my blog thank
you
About this Video
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Oct 23, 2024 Last updated |
Video Description: Return to Scale - Economics for Commerce 2024 is part of Economics Class 11 preparation.
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