pts Hayward's Electric and Lighting just landed a contract to update the electric and lighting systems...

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pts Hayward's Electric and Lighting just landed a contract to update the electric and lighting systems in a block of Brownstone homes in McLean Va. The time it takes for the electrician to update the electrical wiring in a kitchen can be represented by the random variable X with x = 2.3 hours and ox = 0.45 hours. The time it takes for the lighting expert to install the new lights in a kitchen can be represented by the random variable Y with y 0.8 hours and oy = 0.15 hours = The lighting expert must wait until the electrician is finished before she can install the new lighting. There are 5 houses to renovate. Find the expected time it will take to install new wiring and lights in the kitchens for all 5 houses. Expected Time = 40 hours Expected Time = 15.5 hours Expected Time = 3.1 hours Expected Time = 23.3 hours Taylor's construction and painting just landed a contract to renovate a block of Brownstone homes in McLean Va. The time it takes for the carpenter to repair the walls in one home can be represented by a random variable X with x = 4.3 hours and = 0.85 hours. The time it takes for the painter to paint the walls in one home can be represented by the random variable Y with My 3.7 hours and oy = 1.2 hours. = The carpenter is paid $25/hour and the painter is paid $21/hour. The manager at Taylor's construction wants to calculate the expected employee wages for a single home. Let the random variable W = 25(X)+21(Y). Assume X and Y are independent variables. Find the mean and standard deviation for the random variable W. 185.20 dollars and ow = Mw = 200 dollars and ow = = 185.20 dollars and ow = 32.96 dollars 4.88 dollars = 4.29 dollars Mw=200 dollars and w = 46.45 dollars pts Hayward's Electric and Lighting just landed a contract to update the electric and lighting systems in a block of Brownstone homes in McLean Va. The time it takes for the electrician to update the electrical wiring in a kitchen can be represented by the random variable X with x = 2.3 hours and ox = 0.45 hours. The time it takes for the lighting expert to install the new lights in a kitchen can be represented by the random variable Y with y 0.8 hours and oy = 0.15 hours = The lighting expert must wait until the electrician is finished before she can install the new lighting. There are 5 houses to renovate. Find the expected time it will take to install new wiring and lights in the kitchens for all 5 houses. Expected Time = 40 hours Expected Time = 15.5 hours Expected Time = 3.1 hours Expected Time = 23.3 hours Taylor's construction and painting just landed a contract to renovate a block of Brownstone homes in McLean Va. The time it takes for the carpenter to repair the walls in one home can be represented by a random variable X with x = 4.3 hours and = 0.85 hours. The time it takes for the painter to paint the walls in one home can be represented by the random variable Y with My 3.7 hours and oy = 1.2 hours. = The carpenter is paid $25/hour and the painter is paid $21/hour. The manager at Taylor's construction wants to calculate the expected employee wages for a single home. Let the random variable W = 25(X)+21(Y). Assume X and Y are independent variables. Find the mean and standard deviation for the random variable W. 185.20 dollars and ow = Mw = 200 dollars and ow = = 185.20 dollars and ow = 32.96 dollars 4.88 dollars = 4.29 dollars Mw=200 dollars and w = 46.45 dollars