The consumption curve makes an intercept of ₹ 60 crores on the Y-axis. If MPC:MPS can be expressed as 1:3, then derive the saving and consumption function. Also determine the level of income, when saving becomes zero ?

The saving curve of an economy makes a negative intercept of ₹ 50 crores and 20 % of additional income is saved. Derive the saving and consumption function.

The saving curve makes an intercept of ₹ 40 crores on the negative Y-axis. If consumers spend 60% of additional income, then determine: (i) Saving Function, (ii) Consumption Function, (iii) Break-even level of income.

Find savings of autonomous consumption is 60 and MPC=0.5 at 5000 level of income

If consumption at zero level o income is 40 crores an investment multiplier is 4 then determine the relevant consumption function.

If MPC is four times MPS and consumption at zero level of income is ₹ 70 crores, derive the consumption function .

The consumption function of an economy is given as: C=60+0.6Y. For the given consumption function, calculate the break-even level of income.

On the basis of consumption function: C = 120 + 0.40 Y, answer the following questions: (i) Derive the saving function. (ii) Determine the saving at the income level of ₹ 500 crores. (iii) At what level of income, saving becomes zero ?

The break-even point for an economy occurs at the income level of ₹ 500 crores If marginal propensity to consume is 0.6, determine: (i) Autonomous consumption, (ii) Saving function, (iii) Level of income when saving is ₹ 600 crores.

The consumption function is give as C=75+0.75Y and autonomous investment is 100 crore. Derive the saving function and calculate the level of income at which saving is equal to investment.

The consumption function for an economy is : C = 20 + 0.8Y (assuming amount in ₹ crores). Determine the level of income when average propensity to consume will be one.