**Effects of Changes in Autonomous Expenditure under Short Run Equilibrium (with diagram)!**

The equilibrium output and aggregate demand at fixed price and constant interest rate is derived by solving the equation Y = A/I-b. Clearly, value of Y will depend on values of A (i.e., C and I) and b (i.e., MPC).

Thus, if there is change in values of C (autonomous consumption) or I (autonomous investment), it will cause change in equilibrium output and aggregate demand. Since at equilibrium, level of income is fixed and so consumption is fixed, we, therefore, assume that change in demand function is due to change in investment. Let us take the above numerical of section 8.15 wherein C = 60, 1 = 15 and b = 0.8, then

Now keeping autonomous consumption constant, we increase value of autonomous investment from 15 to 20. The equilibrium output is

Clearly, with increase in investment from 15 to 20, equilibrium output has increased from 375 to 400. The reason for higher increase in equilibrium output than increase in investment is multiplier effect because change in investment (DI) causes multiple change in income (DY).

The above situation is depicted in Fig. 8.13 in which 45° line shows AS = Y and AD, line indicates C + I (or A_{1} + bY). 45° line represents points at which aggregate demand and output are equal. Initially, AD_{1} line intersects 45° line at E_{1} at which equilibrium values of output and aggregate demand are OM_{1} and E_{1}M_{1} respectively.

When autonomous investment increases (from 15 to 20), AD_{1} line shifts upward and assumes the position of A_{2} line which intersects 45° line at E_{2} making it a new equilibrium point. In Fig. 8.13 the value of aggregate demand at OM_{1} is M_{1}F which is greater than M_{1}E_{1} by amount E_{1}F. Thus, E_{1}F measures the amount of excess demand. The new equilibrium values of output and aggregate demand are OM_{2} and M_{2}E_{2 }respectively. They are greater than their initial values because of investment multiplier effect.