# CBSE Class 11 Economics Sample Paper

We have provided CBSE Class 11 Economics Sample Paper with solutions below. These Sample guess papers have been prepared as per the latest examination guidelines and paper pattern issued by CBSE. Students of Class 11 should practice all practice papers for Class 11 Economics given below as it will help them top improve their understanding of the subject. Please click on the links below to access free sample paper for Economics Class 11.

## Sample Papers for Class 11 Economics

Class 11 Economics Sample Paper Term 2 With Solutions Set A

Section – A

1. State the relationship between total cost and marginal cost.
Answer : (i) When MC is diminishing, TC increases at a diminishing rate.
(ii) When MC is rising, TC increases at an increasing rate.
(iii) When MC is constant, TC increases at a constant rate.

OR

Comment on the shape of the MR curve in case the TR curve is a:
(i) Positively sloped straight line passing through the origin.
(ii) Horizontal line.
Answer : (i) When TR curve is a positively sloped straight line passing through the origin, MR curve will be a horizontal straight line parallel to X–axis.
(ii) When TR curve is a horizontal line, MR curve will touch X–axis, i.e., MR will be zero (0), because addition to TR (which is MR) will be zero in this case.

2. What is difference between price index and quantity index number?
Answer : Price index measures the changes in the price level whereas quantity index measures the changes in the quantity level.

3. Explain the implications of the “freedom of entry and exit” feature of perfect competition.
Answer : Under perfect competition, there will be no restriction on the entry and exit of both buyers and sellers. If the existing sellers start making abnormal profits, new sellers should be able to enter the market freely. This will bring down the abnormal profits to the normal level. Similarly, when losses will occur existing sellers may leave the market. However, such free entry or free exit is possible only in the long- run, but not in the short-run.

OR

What is minimum price ceiling? Explain its implications.
Answer : For certain goods and services, government sets minimum price. This minimum price is called minimum price ceiling. This price is normally set at a level higher than the equilibrium price. This leads to excess supply. Since producers are not able to sell all they want to sell, they illegally sell the goods or services below the minimum price.

4. Define Standard Deviation. Write its two demerits.
Answer : Standard deviation is the square root of the arithmetic mean of the squares of all deviations. Deviations are measured from arithmetic mean of the items.
Demerits:
(i) Difficult: The process of squaring the deviations and then to find the value of its square root is a time consuming process. It is quite difficult too.
(ii) More important to extreme values: In calculation of standard deviation undue importance is given to marginal values.

OR

Name the different types of measures of dispersion.
(i) Range,
(ii) Coefficient of range,
(iii) Inter quartile range,
(iv) Quartile deviation,
(v) Mean deviation,
(vi) Standard deviation, and
(vii) Lorenz Curve.

5. Compute coefficient of correlation from the following data:

Sum of products of deviation of X and Y-series from their respective mean is 20. Number of pairs of observations is 10.
∑x2 = 144,
∑y2 = 225,
∑xy = 20,
N = 10
r = Sxy / (√Sx2 √Sy2 )
= 20 / ( √144×225 )
= 20 / √32,400
= 20/180
= +0.11

Section – B

6. Using the simple aggregative method, calculate the index number for the given data:

Answer : Construction of the index number:

Formula:
p01 = Sp1/Sp0 × 100
⇒ p01 = 84/73 × 100 = 115.07

OR

Construct Index Number of price of 2011 from the following data by:
(i) Laspeyre’s Method
(ii) Paasche’s Method

Answer : Construction of Price Index Number:

7. Write the merits and demerits of scatter diagram.
Answer : Merits of Scatter Diagram:
(i) It is simple and a non-mathematical method of studying correlation between two variables.
(ii) It can be easily understood and interpreted.
(iii) It is not influenced by the size of extreme values.
Demerits of Scatter Diagram:
(i) It is only a qualitative expression rather than a quantitative expression.
(ii) It gives only a broad and rough idea of the degree and nature of correlation between two variables.
(iii) This method does not indicate the exact numerical value of correlation.

Read this passage below and answer Q. 8. and Q. 9. that follow.

The slope of a total revenue curve is particularly important. It equals the change in the vertical axis (total revenue) divided by the change in the horizontal axis (quantity) between any two points. The slope measure the rate which total revenue increases as output increase. We can think of it as the increase in total revenue associated with a 1-unit increase in output. The increase in total revenue from a 1-unit increase in quantity is marginal revenue. Thus marginal revenue (MR) equals the slope of the total revenue curve. How much additional revenue does a radish producer gain from selling one more pound of radishes? The answer, of course, is the market price of 1 pound. Marginal revenue equals the market price. Because the market price is not affected by the output choice of a single firm, the marginal revenue the firm gains by producing one more unit is always the market price. The marginal revenue curve shows the relationship between marginal revenue and the quantity a firm produces. For a perfectly competitive firm, the marginal revenue curve is a horizontal line at the market price. If the market price of a pound of radishes is \$0.40, then the marginal revenue is \$0.40. Marginal revenue curves for prices of \$0.20, \$0.40, and \$0.60. In perfect competition, a firm’s marginal revenue curve is a horizontal line at the market price. Price also equals average revenue, which is total revenue divided by quantity. To obtain average revenue (AR), we divide total revenue by quantity, Q. Because total revenue equals price (P) times quantity (Q), dividing by quantity leaves us with price.

8. What change will take place in marginal revenue when :

(i) Total Revenue increases at an increasing rate.
Answer : When total revenue increase at an increasing rate, marginal revenue should be increasing.

(ii) Total Revenue increases at a diminishing rate.
Answer : When total revenue increases at a diminishing rate, marginal revenue should be diminishing.

9. Comment on the shape of the MR curve in case the TR curve is a:
(i) Positively sloped straight line passing through the origin.
(ii) Horizontal line.
Answer : (i) When TR curve is a positively sloped straight line passing through the origin, MR curve will be a horizontal straight line parallel to X-axis.
(ii) When TR curve is a horizontal line, MR curve will touch X-axis, i.e., MR will be zero (0), because addition to TR (Which is MR) will be zero in this case.

10. The equilibrium market wage rate is ₹ 14,000 per month. The government finding it low fixes minimum wage rate at ₹ 18,000 per month. Examine the implications of this decision. Use diagram.
Answer : Payment of wage rate (₹ 18,000) higher than equilibrium wage rate (₹ 14,000) leads to excess supply of labour as shown in the diagram, equal to AB. Since supply is greater than demand, it may lead to unemployment equal to AB.

Section – C

11. How is the price of a commodity determined in a perfectly competitive market? Explain with help of a diagram.
Answer : 11. Price of a commodity is determined by market demand and market supply of a commodity,(i.e. industry is the price maker). An individual producer/firm has no role in the determination of the price of the commodity (firm is a price taker). No individual seller or buyer can influence the price of the commodity.

DD and SS are market demand and market supply curves intersecting at E. OQ quantity (Equilibrium Quantity) would be offered for sale and demanded by the buyers at OP price (equilibrium price) per unit. The industry is in equilibrium.

12. (a) Calculate the Standard Deviation from the following data by step deviation method.

(b) Write four uses of consumer price Index.
Answer : Utility / Uses of Index Numbers:
(i) Index Numbers make easy the difficult facts: Index Numbers present the complex facts into simple and understandable form. So many times index number measures such changes which may not be measured directly.
(ii) Index numbers make comparative study easy : Index Numbers show the facts represented in different units comparatively.
(iii) Helpful in measuring irregular changes: For example changes in prices are helpful in different circumstances.
(iv) Index Numbers studies the changes in general price level: Most important use of index number is that it measures the value of money during different periods of time.

OR

(a) Calculate the quartile deviation for the following distribution.

Answer : Calculation of cumulative frequency.

Here, N = 53
We know that,
Qr = l1 + r(N/4 – C) / ƒ (l2 – l1)
Finding Q1:
r = 1
N/4 = 53/4
= 13.25
Thus, Q1 lies in the interval 30 – 40.
In this case, quartile class=30 – 40
l1 = lower limit of the quartile class=30
l2 = upper limit of the quartile class
= 40
ƒ = frequency of the quartile class
= 3
c = cumulative frequency of the class preceding the quartile class
= 12
Now, by substituting these values in the formula we get:
Q1 = 30 + [ (13.25 – 12) ] × (40 – 30)
= 30 + 1.25/3 × 10
= 30 + 12.5/3
= 30 + 4.167
= 34.167
Finding Q3:
r = 3
3N/4 = 3 × 13.25 = 39.75
Thus, Q3 lies in the interval 80 – 90.
In this case,
quartile class=80 – 90
In this case,
quartile class=80 – 90
l1 = lower limit of the quartile class
= 80
l2 = upper limit of the quartile class
= 90
ƒ = frequency of the quartile class
= 7
c = cumulative frequency of the class preceding the quartile class
= 38
Now, by substituting these values in the formula we get:
Q3 = 80 + [ (39.75 – 38) / 7 ] × (90 – 80)
= 80 + 1.75/7 × 10
= 80 + 17.5/7
= 80 + 2.5
= 82.5
Finally, the quartile deviation = (Q3 – Q1) / 2
QD = (82.5 – 34.167) / 2
= 48.333/2
= 24.1665
Hence, the quartile deviation of the given distribution is 24.167 (approximately).

13. (a) Complete the following table :