UNSW Study Map — courses, mapped like a game

Family 3

Binomial + expected value

These 2 topics share one solution. Spot the family, apply the method — same trick, different story.

Solar collectors, binomial + expected power："N solar collectors, each has p% chance of failing" · a) at least k working · b) $Y=aX-bX^2$ , find E[Y] (kWh, rounded to an integer)
Production line, binomial + expected revenue："n units per day, each has p% chance of being defective" · a) at least k non-defective · b) $Y=aX+bX^2$ , find E[Y]

The concepts behind this family's method — brush up first if unsure.

E[X²]=Var+μ², linear combinations, estimators

binomial / Poisson / uniform / exp / normal