If Consumption Function is given by : C= 30+0.4Y, then determine: (i) Savings at zero level of income, (ii) MPC, (iii) MPS, (iv) Break-even level of income, (v) Saving Function.

The consumption function is given as C = 40+0.6Y. Derive saving function.

The saving function for an economy is given as: S = -120 + 0.4(Y). Determine: (i) Consumption function, (ii) Consumption at income level of ₹ 600 crores, (iii) Break-even level of income.

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.

The consumption function of an economy is given as: C = 40+0.7Y. Calculate the saving at the income level of ₹ 2,200 crores

If an economy (a) Consumption function is given by C=100+0.75Y. And (b)Autonomous Investment is 150 crore. Estimate (i) Equilibrium level of income and (ii) Consumption and Saving at the Equilibrium level of income.

In a two- sector economy , the income function is: Y =C+l and consumption function is given as: C =40+0.75Y. If investments are Rs. 60 crores, calculate: (a) Equilibrium level of income , (b) Level of consumption at equilibrium, (c ) Saving at equilibrium.

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 ?

in a two sector economy , the consmption function and invertment function are : C=60+0.8Y and I=60. calculate : (i) Equilibrium level of income , (ii) consumption at equilibrium level and (iii) saving ata equilibrium level .

The consumption function for and economy is given as: C = 200 + 0.8Y. (i) Determine the value of MPC and MPS, (ii) Autonomous Consumption, (iii) Derive the corresponding saving function, (iv) Calculate consumption at the income levels of ₹ 3,000 crores and ₹ 5,000 crores. (v) Determine the break-even level of income.