The following three sets A,B and C satisfy A ⊂ B and C ⊂ A:
A={x∣(x−3)(x^2−20x+75)>0},
B={x∣x>α},
C={x∣x>β}.
If the maximum value of α is a and the minimum value of β is b,
what is the value of a+b?
A={x∣(x−3)(x^2−20x+75)>0},
B={x∣x>α},
C={x∣x>β}.
If the maximum value of α is a and the minimum value of β is b,
what is the value of a+b?