T=0.5
B[1]=n!/(i!*(n-1)!)*(1-t)^(n-i)*t^i=5!/(1!*(5-1)!)*(1-0.5)^5-1)*0.5^1=120/(1*24)*0.0625*0.5=0.15625
B[2]=n!/(i!*(n-1)!)*(1-t)^(n-i)*t^i=5!/(2!*(5-2)!)*(1-0.5)^5-2)*0.5^2=120/(2*6)*0.125*0.25=0.3125
B[3]=n!/(i!*(n-1)!)*(1-t)^(n-i)*t^i=5!/(3!*(5-3)!)*(1-0.5)^5-3)*0.5^3=120/(6*2)*0.25*0.125=0.3125
B[4]=n!/(i!*(n-1)!)*(1-t)^(n-i)*t^i=5!/(4!*(5-4)!)*(1-0.5)^5-4)*0.5^4=120/(24*1)*0.5*0.0625=0.15625
B[5]=n!/(i!*(n-1)!)*(1-t)^(n-i)*t^i=5!/(5!*(5-5)!)*(1-0.5)^5-5)*0.5^5=120/(120*1)*1*0.03125=0.0.3125
X=245*0.15625+161*0.3125+221*0.3125+153*0.15625+147*0.03125=186.15625
Y=211*0.15625+249*0.3125+170*0.3125+192*0.15625+106*0.03125=197.21875
Punkta koordinātas : (186;197)
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