Answer:
34.5
Step-by-step explanation:
Mean age can be computed as
xbar=sum(fx)/sumf
x can be computed by computing midpoints for each class.
Age Midpoint (x)
11-20 [11+20]/2=15.5
21-30 [21+30]/2=25.5
31-40 [31+40]/2=35.5
41-50 [41+50]/2=45.5
51-60 [51+60]/2=55.5
61-70 [61+70]/2=65.5
Age Midpoint(x) Number of Fatalities (f) fx
11-20 15.5 338 5239
21-30 25.5 1562 39831
31-40 35.5 856 30388
41-50 45.5 668 30394
51-60 55.5 428 23754
61-70 65.5 109 7139.5
sumfx=5239+39831+30388+30394+23754+7139.5=136745.5
sumf=338+1562+856+668+428+109=3961
xbar=136745.5/3961
xbar=34.5
The approximate mean age is 34.5.