Suppose X \sim \operatorname{Bernoulli(0.75)~and~} Y \sim Discrete Uniform(6) are independent random variables. Define X^{\prime} and Y^{\prime} to be random variables satisfying X^{\prime}=6 \cdot X+4 and Y^{\prime}=3 \cdot Y+2. What is \mathbf{E}\left[X^{\prime}+Y^{\prime}\right] and \mathbf{E}\left[X^{\prime} \cdot Y^{\prime}\right]?