Containers and More is designing a new storage container for its rental program. The storage containers are used to store items so that they can easily be transported while moving. Given feedback from its customers, the new container should be twice as long as it is wide (the length should be double the width). Define x, y, and z, to be the length, width, and height of the container. The goal is to maximize volume of the container. Recall that the volume of a rectangular prism is length x width x height, each measured in feet. What is the correct objective function for the total volume as a function of length, x, and height, z? O V(x, z) = x²z OV(x, z) = 2x² + z² OV(2,2)=2 V(2,2)=2x²z O V(x, z) =4x+2z Height Width Length

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