Derive a straight line saving curve using the following consumption function : C= 20+0.6Y. Presuming the income levels to be ₹ 100, ₹ 200 and ₹ 300 crores. Also calculate that level of income where consumption is equal to income.

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.

With the help of saving function: S = -20+ 0.3 (Y), calculate consumption expenditure at the income level of ₹1,000 crores.

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

Using the equation of consumption function: C = barc + b(Y), calculate consumption expenditure at the income level of ₹ 500 crores, if autonomous consumption is ₹ 40 crores and 40% of additional income is saved.

Using the consumption function : C = barc +b(Y), calculate saving at income of ₹ 2,000 crores, if autonomous consumption is ₹ 150 crores and 40% of additional income is consumed.

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.

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.

In a two sector economy, the income and consumtions functions are Y=C+I and C=50+0.80Y. If the investment are 50 crores. Calculate(a) Equilibrium level of income, (b) Level of consumption at equilibrium (C ) Saving at equilibrium

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.