List of top Questions asked in Maharashtra Board Class XII Exam

Explain various reasons for the growth of government's public expenditure.
Explain any four features of micro economics.
Explain the functions of Commercial Banks.
Explain the classification of market on the basis of time.
Explain any four points of the role of foreign trade in India.
Demand Curve slopes downward from the left to the right.
There are no limitations to the Index numbers.
Elasticity of demand depends upon several factors.
Rajaram produced 25 quintals of wheat in his field, from it he kept aside 2 quintals of wheat for his own family use.
Rani collected the data of India's National Income for the purpose of study.
Amar demanded milk, sugar, and tea powder jointly to satisfy his want for tea.
Sunita madam satisfied her want to write on the blackboard by using a chalk.
Distinguish between Micro Economics and Macro Economics.
Distinguish between Perfectly elastic demand and Perfectly inelastic demand.
Distinguish between Quantity index number and Value index number.
Distinguish between Internal debt and External debt.
Distinguish between Expansion of supply and Increase in supply.
The terms of Micro Economics and Macro Economics were coined by Norwegian Economist .................
The Price Index number is used ........
Development financial institutions were established to ..........
Obligatory functions of the govt. is ............
Abhijeet sold 15 chairs for ₹ 3000, for each chair he earned ₹ 200.
Give economic terms: (i) A desire which is backed by willingness to purchase and ability to pay.
(ii) Deposits that are withdrawable on demand.
(iii) Wear and tear of capital assets, due to their use in the process of production.
(iv) Elasticity resulting from a proportionate percentage change in the quantity demanded due to a proportionate percentage change in price.
(v) The difference between the value of a country’s exports and imports for a given period.
If \( x = f(t) \) and \( y = g(t) \) are differentiable functions of \( t \) so that \( y \) is a function of \( x \) and if \( \frac{dx}{dt} \neq 0 \), then prove that \[ \frac{dy}{dx} = \frac{\frac{dy}{dt}}{\frac{dx}{dt}}. \] Hence, find the derivative of \( 7^x \) with respect to \( x^7 \).
Evaluate: \[ \int \sin^{-1} x \left( \frac{x + \sqrt{1 - x^2}}{\sqrt{1 - x^2}} \right) dx \]