There are two goods that are priced at Rs 5 each and are available only in integral units. If a consumer has Rs 20, then the bundle that this consumer can afford to buy is:

The total sum consumer will spends on cloth in 2025?

The total sum that the consumer has to spend on wheat in 2022?

The relation between the consumer's optimal choice of the quantity of a good and its price is called ?

A consumer spends all his income of Rs 6000 on two goods - Food and clothing and is buying 12 units each of both the goods. At the present level of consumption, the marginal rate of substitution of clothing for food is 3. The price of food per unit is Rs. 400 whereas that of clothing is Rs. 100. What should a consumer do to attain the equilibrium?

How would the decrease in the price of Good-X impact the budget line, when the price of Good-Y and Income remain unchanged?

1. The intercept points of both Good-X and Good-Y will shift outward.
2. The intercept point of Good-X will shift outward and the intercept point of Good-Y will remain unchanged.
3. The intercept point of Good-X will shift inward and the intercept point of Good-Y will remain unchanged.
4. The intercept points of both Good-X and Good-Y will shift inward.

Given the prices of goods and income of the consumers, the consumer can buy any bundle (X$_1$, X$_2$) such that P$_1$X$_1$ + P$_2$X$_2$ ≤ M. This inequality in the above equation is called__________.