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Scanner - Production function

NCERT Questions

(Q1) Explain the concept of a production function.

(Q2) What is the total product, marginal product and average product of an input?

(Q3) Explain the relationship between the marginal products and the total product of an input

(Q4) Explain the concepts of short run and the long run.

(Q5) What is the law of diminishing marginal product?

(Q6) Find AP, TP, MP as the case may be (assume total product of labor is zero at zero levels of
employment)

Scanner - Production function

(Q7) Let the production function of a firm be Q = 5 L1/2 K1/2 Find out the maximum output a firm can produce with 100 units of L and 100 units of K

(Q8) Q = 2L 2K2. Find out the maximum output the firm can produce with 5 units of L and 2 units of K? What is the maximum possible output that the firm can produce with zero units of Land 10 units of K

(Q9) What is the maximum possible output that the firm can produce with zero units of Land 10 units of K when its P. F is Q = 5L and 2K

(Q10) List any three input used in production?

(Q11) How is the total physical product derived from the marginal physical product schedule?

(Q12) What will you say about MPP of a factor when TPP is falling?

(Q13) What is the general shape of APP and MPP curve?

(Q14 ) How does TPP changes with a change in MPP of an input?

 C. B. S. E. Question's

(Q1) Identify the three phases of the law of Variable Proportion from the following and also give a reason behind each phase :

Scanner - Production function

Scanner - Production function

(Q2) Define (a) Production function (b) Marginal Physical Product

(Q3) What is meant by a return to a factor? What leads to increasing returns to a factor?

(Q4) What is meant by a return to a factor? State the law of diminishing return to a factor?

(Q5) Explain the law of variable proportion with the help of TP and MP curves?

OR

Explain the law of variable proportion in terms of the behavior of total physical product with the help of  diagram

OR

Explain the three stages of production, when one-factor input is variable.

(Q6) Explain the law of variable proportion and the reasons behind it? OR Why does the MP declines with further employment of factor?

 Sample Paper and C.B.S.E Question's

(Q1) Define production function (1)

(Q2) Explain the reasons for increasing returns to a factor (3)

(Q3) Explain the likely behavior of Total Product and Marginal Product when only one input is increased while all other inputs are kept unchanged.

(Q4) Giving reasons, state whether the following statements are true or false:

(i) When there are diminishing returns to a factor, marginal product and total product both always diminish.
(ii) TP will increase only when MP increases
(iii) Increase in TP always indicates that there is an increasing return to a factor

CBSE + Sample Paper Questions

(Q1) Total product always increases whether there is increasing returns or diminishing returns to a factor. State True or False (2M)

(Q2) Explain the law of returns to a factor with the help of total product and marginal product schedule. (6M)

(Q3) What change will take place in marginal product, when total product increases at a diminishing rate? (1 M)

(Q4) Explain the likely behavior of Total Product and Marginal Product when for increasing production only one input is increased while all other inputs are kept constant. (6 M)

 CBSE Questions

(Q1) Define production function. (1 mark)

(Q2) What does the Law of Variable Proportions show? State the behavior of the marginal product according to this law (4 M)

 Sample Paper 

(Q1) Complete the following schedule:

Scanner - Production function

(Q2) State the behavior of Marginal Physical Product, under Returns to a Factor. (3)

(a) MPP initially rises to its maximum

(b)  MPP then decreases (stays positive) to become zero

(c) MPP becomes negative

(Q3) State true or false:  Average product rises only where marginal product rises.
Ans: False
Explanation: Average product rises whenever the marginal product is greater than the average product. Marginal product may be rising or falling; what matters is whether it is above the average. If MP > AP, AP rises; if MP < ap,="" ap="">

C.B.S.E & Sample Paper 

(Q1) Giving reasons, state whether the following statements are true or false :( 2M each )

(i) The average product will increase only when marginal product increases.

(ii) Under diminishing returns to a factor, the total product continues to increase till marginal
the product reaches Zero.

Ans: (i) False
Explanation: The average product increases only when marginal product is greater than average product. This can occur whether the marginal product is rising or falling; the crucial condition is MP > AP, not that MP must be rising.
Ans: (ii) True
Explanation: Under diminishing returns, marginal product falls but remains positive for a range. Total product continues to rise as long as marginal product is positive; when MP reaches zero, TP reaches its maximum and then starts to fall if MP becomes negative.

Scanner - Production function


C.B.S.E Paper 

(Q1) Define marginal product.  (1M)

Ans: It is the addition to total product when one more unit of the variable input is employed.

(Q2)  Define return to a factor

Ans: Returns to a factor refers to the change in output that results when only one input is varied while all other inputs are held constant.

(Q3) Giving reasons, explain the 'Law of Variable Proportions'. (4 M)

(Q4) Explain the behavior of MP in the law of variable proportion. Also, explain its causes?

Sample Paper

(Q1) State True or False. Justify your answer. (3 M)

(a) Average product rises only where marginal product rises.
 C.B.S.E Paper 

(Q1) What are the different phases in the Law of Variable Proportions in terms of marginal product? Give the reasons behind each phase. Use the diagram. (6 M)

Scanner - Production function

(Q2) State whether the following statements are true or false, with reasons. (a) When the total product is constant, the average product will fall.[Delhi (C)]

(Q3) Explain the changes that take place in total product and marginal product under increasing returns to a factor.[AI (C)]

(Q4) Explain the changes that take place in total product and marginal product under diminishing returns to a factor.[AI (C)]

(Q5) Complete the following schedule: [SP (2+4M)]

Scanner - Production function

CBSE Questions

(Q1) Define marginal product. State the behavior of marginal product when only one input is increased and other inputs are held constant.

(Q2) Define production function. Distinguish between short run and long run production functions. (4)

Ans: Production function refers to a mathematical relation between physical inputs and physical output. (1)

Short run production function refers to a situation when output is varied by changing only one input while keeping other inputs unchanged. (1)

Long run production function refers to a situation when output is varied by changing all inputs simultaneously and in the same proportion. (1)

(Q3) What type of production function is this in which only one input is increased and others kept constant? State the behavior of total product in this production function.

Ans: Short-run production function.
Initially, total product (TP) increases at an increasing rate as additional units of the variable input make better use of fixed inputs. After a certain level, TP increases at a diminishing rate. Ultimately, TP may fall if too much of the variable input causes inefficiencies.

CBSE Questions

(Q1)State the relation between marginal product and average product. Show this relation in a diagram; 0r 

State the relation between marginal product and average product. Show this relation in a schedule.

(Q2) Give the behavior of marginal product and total product as more and more units of only one input are employed while keeping other inputs as constant.        , or 

State different phases of the law of variable proportions on the basis of total product. Use the diagram.    

According to the Law of Variable Proportions - as only one input is increased, others remaining unchanged, the total product increases at an increasing rate, then at a decreasing rate and ultimately falls.         

Phase I: In the first phase, TP increases at an increasing rate up to point A. 1 

Phase II: In the second phase, TP increases at a diminishing rate between point A & B.   1

Phase III: In the third phase, TP starts falling beyond point B.   1

Scanner - Production function

(Q3) Identify the three phases of the law of variable proportions. Give reasons.

Variable input  (units)        Total product(units)

    1                                                3

    2                                                7

    3                                               10

    4                                                12

    5                                                11

(Q4)  Identify the three phases of the law of Variable Proportion from the following and also give a reason behind each phase :       

   Units of variable input      TPP

           1                                   10

           2                                   22

           3                                   30

           4                                   35

           5                                   30

CBSE Questions

(Q1) When the Average Product (AP) is maximum, the Marginal Product (MP) is :     (1M)(a) Equal to AP

(b) Less than AP

(c) More than AP

(d) Can be any one of the above

Ans: (a)
Explanation: When average product is at its maximum, marginal product equals average product. This follows because if MP were greater than AP, AP would be rising; if MP were less than AP, AP would be falling. At the peak point, they are equal.

The document Scanner - Production function is a part of the Commerce Course Economics Class 11.
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FAQs on Scanner - Production function

1. What is a production function?
Ans. A production function is a mathematical relationship that describes the maximum output that can be produced with a given set of inputs, such as labor and capital, within a specific period.
2. How is the production function used in economics?
Ans. In economics, the production function is used to analyze the relationship between inputs and outputs in the production process, helping firms determine the most efficient way to produce goods and services.
3. What are the key components of a production function?
Ans. The key components of a production function include inputs (such as labor, capital, and technology), the production process itself, and the resulting outputs (goods and services).
4. How can production functions be classified?
Ans. Production functions can be classified based on various factors, such as the type of inputs used (e.g., fixed inputs, variable inputs), the nature of technology (e.g., linear, non-linear), and the scale of production (e.g., short run, long run).
5. How does the concept of diminishing returns relate to the production function?
Ans. Diminishing returns occur when the marginal output of an additional unit of input decreases as more of that input is added to the production process. This concept is often analyzed using the production function to determine optimal input levels for maximizing output.
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