Price of the share is the present value of all the expected dividend
Step 1 compute the dividents of five years
step 2 compute present value of these five year dividend\
step 3 compute the present value of gowring perpetuty , i.e.from sixth year to infinity
which will come at end of year five
step 4 , compute the present value of step 3 which is at year 5 right now
step 5 just add step 2 and 3 to have the total of step 2 and step 4
Expected Divident at the end of year 1
D1
D0 ( 1+ g)
1.75(1+.15)
Expected Divident at the end of year 2
D2
D0 ( 1+ g)^2
1.75(1+.15)^2
Expected Divident at the end of year 3
D3
D0 ( 1+ g)^3
1.75(1+.15)^3
Expected Divident at the end of year 4
D4
D0 ( 1+ g)^4
1.75(1+.15)^4
Expected Divident at the end of year 5
D5
D0 ( 1+ g)^5
1.75(1+.15)^5
Total of dividend present value for fist five years
PV of div from 6th year to infinity with grwoth rate of 5% =
D6/0.12 - 0.05
3.52(1.05)/0.12-0.05
3.7/0.07
Prcie of the share i.e P0
9.48 + [52.8 *0.567]
9.48 + 29.94
Ans