15 had only campinga = 15
20 had only hiking trails
d = 20
35 had only picnicking
i = 35
185 had camping
a+b+e+f = 185
15+b+e+f = 185
b+e+f = 170
140 had camping and hiking trails
b+f = 140
b+e+f = 170
b +f = 140
e = 30
125 had camping and picnicking
e+f = 125
30+f = 125
f = 95
b+f = 140
b+95 = 140
b = 45
210 had hiking trails
b+d+f+g = 210
45+20+95+g = 210
160+g = 210
g = 50
...300 parks...
a+b+d+e+f+g+i+j = 300
15+45+20+30+95+50+35+j = 300
290+j = 300
j = 10
Determine the number of parks that:
had at least one of these features
All but j, 300-10 = 290
had all three features
f=95
did not have any of these features
j=10
had exactly two of these features
b+e+g = 45+30+50 = 125
Edwin