Answer:
W = 377.312 KJ/kg
P =1131.937 KW
Step-by-step explanation:

V_1 =15m/s
P_1 = 1200kPa
T_1 = 350 DEGREE C
For above value , and from super heated tables H_1 = 3153.3 Kj/kg
P_2 = 100kPa
T_2 = 150 degree C
For above value , and from super heated tables H_2 = 2776.1 Kj/kg
v_2 = 0
from energy equation

{ V_2 = 0, Q =0}

W = 377.312 KJ/kg
power is given as

P = 3*377.312 = 1131.937 KW