QUESTION 1 Name the probability distribution that could be used to model the variable: Food availability (volume of food per hectare) Binomial Poisson Beta Gamma Normal Uniform QUESTION 2 Name the probability distribution that could be used to model the variable: Number of offspring born to one female turkey per year 00 Binomial Poisson Beta Gamma Normal Uniform QUESTION 3 Name the probability distribution that could be used to model the variable: Number of flowers a person identifies correctly when shown 15 flowers Binomial Poisson Beta Gamma Normal Uniform QUESTION 4 Name the probability distribution that could be used to model the variable: Survival probability of juvenile deer Binomial Poisson Beta Gamma Normal Uniform 000 QUESTION 5 Name the probability distribution that could be used to model the variable: Air temperature (degrees C) Binomial Poisson Beta Gamma Normal Uniform QUESTION 6 Name the probability distribution that could be used to model the variable: Weight of trout Binomial Poisson Beta Gamma Normal Uniform QUESTION 7 Name the probability distribution that could be used to model the variable: Whether adult males begin migrating in July 000000 Binomial Poisson Beta Gamma Normal Uniform QUESTION 8 Which line of code would simulate whether each of 10 adult males migrate in July if the probability of migration is 0.56? 000000 rbinom(10, 1, 0.56) rbinom(1, 10, 0.56) dbinom(10, 1, 0.56) dbinom(10, 10, 0.56) dbinom(1, 10, 0.56) rbinom(10, 10, 0.56)