List of top Questions asked in CBSE Class X- 2025

Read the following source and answer the questions that follow:

Loans from Co-operatives
Besides banks, the other major source of cheap credit in rural areas are the co-operative societies. Members of a co-operative pool their resources for co-operation in certain areas. There are several types of co-operatives possible such as farmers co-operatives, weavers co-operatives,
industrial workers co-operatives etc. Krishak Co-operative functions in a village not very far away from Sonpur. It has 2300 farmers as members. It accepts deposits from its members. With these deposits as collateral, the co- operative has obtained a large loan from the bank. These funds are used to provide loans to members. Once these loans are repaid, another round of lending can take place. Krishak Co-operative provides loans for the purchase of agriculture equipments, loans for cultivation and agricultural trade, fishery loans, loans for constructions of houses and for variety of other expenses.

(i) Name the place where an International Airport is located in Punjab.
(ii) Name the place where major sea port is located in Gujarat.
(iii) Name an oil field of India located in Arabian Sea.
(iv) Name the place where nuclear power plant is located in Uttar Pradesh.

Name the place where Mahatma Gandhi led the movement of cotton mill workers.

Name the place where the session of Indian National Congress took place in 1927.

Two places ‘A’ and ‘B’ have been marked on the given political outline map of India. Identify them with the help of the following information and write their correct names on the lines drawn near them:
A. The place where the session of Indian National Congress took place in 1927. B. The place where Mahatma Gandhi led the movement of cotton mill workers.

“Power sharing increases trust between different groups.” Support the statement.

“The law enacted in 1956 and other Constitutional Provisions led to major conflict between the two communities in Sri Lanka.” Support the statement.

Explain the various stages of resource planning and its need in India.

Explain the main features of alluvial soil.

Differentiate between federal and unitary form of government with examples.

Explain any three factors responsible for air pollution.

Explain any three factors responsible for water pollution.

Explain any three features of Plantation Agriculture.

Define ‘Gross Domestic Product’ and explain its importance.

How did Indians react to the Jallianwala Bagh massacre? Explain.

The following distribution shows the marks of 230 students in a particular subject. If the median marks are 46, then find the values of $x$ and $y$.

Marks	Number of Students
10 -- 20	12
20 -- 30	30
30 -- 40	$x$
40 -- 50	65
50 -- 60	$y$
60 -- 70	25
70 -- 80	18

From one face of a solid cube of side 14 cm, the largest possible cone is carved out. Find the volume and surface area of the remaining solid.
Use $\pi = \dfrac{22}{7}, \sqrt{5} = 2.2$

If a line drawn parallel to one side of triangle intersecting the other two sides in distinct points divides the two sides in the same ratio, then it is parallel to third side. State and prove the converse of the above statement.

In the adjoining figure, TP and TQ are tangents drawn to a circle with centre O. If $\angle OPQ = 15^\circ$ and $\angle PTQ = \theta$, then find the value of $\sin 2\theta$.

If the points $A(6, 1)$, $B(p, 2)$, $C(9, 4)$ and $D(7, q)$ are the vertices of a parallelogram $ABCD$, then find the values of $p$ and $q$. Hence, check whether $ABCD$ is a rectangle or not.

Find the zeroes of the polynomial $p(x) = 3x^2 - 4x - 4$. Hence, write a polynomial whose each of the zeroes is 2 more than the zeroes of $p(x)$.

Prove that $\sqrt{5}$ is an irrational number.

The number of red balls in a bag is three more than the number of black balls. If the probability of drawing a red ball at random from the given bag is $\dfrac{12}{23}$, find the total number of balls in the given bag.

P is a point on the side BC of $\triangle ABC$ such that $\angle APC = \angle BAC$. Prove that $AC^2 = BC \cdot CP$.

Use the identity: $\sin^2A + \cos^2A = 1$ to prove that $\tan^2A + 1 = \sec^2A$. Hence, find the value of $\tan A$, when $\sec A = \dfrac{5}{3}$ where A is an acute angle.