pHit=Uniform(0,1) pHit Total_Number_of_Hits=Binomial(7,pHit) pHit Observation2=If(Uniform(0,1)<pHit,1,0) pHit Observation1=If(Uniform(0,1)<pHit,1,0) pHit Observation3=If(Uniform(0,1)<pHit,1,0) pHit Observation4=If(Uniform(0,1)<pHit,1,0) pHit Observation5=If(Uniform(0,1)<pHit,1,0) pHit Observation6=If(Uniform(0,1)<pHit,1,0) pHit Observation7=If(Uniform(0,1)<pHit,1,0) Observation1 Observation2 Observation3 Observation4 Observation5 Observation6 Observation7 Number_of_Hits=Observation1+Observation2+Observation3+Observation4+Observation5+Observation6+Observation7 Probability p of Hit 156 201 205 231 Total Number of Hits 672 199 726 232 Observation1 157 686 228 730 Observation2 307 688 378 732 Observation3 462 688 533 732 Observation4 625 688 696 732 Observation5 780 687 851 731 Observation6 938 690 1009 734 Observation7 1086 688 1157 732 Number of Hits 532 889 586 922