We have a binomial probabilty here
Exactly three
C(12,4) (.41)^3 (.59)^9 ≈ 29.55%
At least 4 =
1 - C(12,0)(.59)^12 - C(12,1)(.41)(.59)^11 - C(12,2)(.41)^2(.59)^10 - C(12,3)(.41)^3(.59)^9 ≈ 79.5%
Less than 8 =
C(12,0)(.59)^12 + C(12,1)(.41)(.59)^11 + C(12,2)(.41)^2(.59)^10 + C(12,3)(.41)^3(.59)^9 +
C(12,4)(.41)^4(.59)^8 + C(12,5)(.41)^5(.59)^7 + C(12,6)(.41)^6(.59)^6 + C(12,7)(.41)^7(.59)^5 ≈ 93.38%
