Question

(a) what is the prcbabiiny distribution for x ? x​=θ(θ.09). x=rho(0.09). x=G(148). x=0(0.09,140). x=0(148,0.05)​ matan vacrife itandatd deviatien

Answer 1

The question asks for the probability distribution for x in various scenarios, including scenarios with single and multiple values. The standard deviation calculation requires additional information.

Step-by-step explanation:

The question asks for the probability distribution for x in various scenarios. Let's go through each of them:

1. x = θ(θ.09): This is a probability distribution with a single value, θ multiplied by 0.09.
2. x = ρ(0.09): ρ(0.09) represents a probability distribution with a single value, ρ multiplied by 0.09.
3. x = G(148): G(148) represents a probability distribution with a single value, 148.
4. x = 0(0.09, 140): This is a probability distribution with two values, 0.09 and 140.
5. x = 0(148, 0.05): This is a probability distribution with two values, 148 and 0.05.

These probability distributions can be used to represent different scenarios depending on the values of θ, ρ, and G. To calculate the standard deviation, you would need more information about the distribution.