For this problem, you will consider a 4-dimensional hilbert space. the basis vectors |x) are orthonormal. consider the three state vectors defined below: a. rank the normalization constants by magnitude from largest to smallest. show your work b. evaluate the espression (c|a). show your work. a different vector is defined by the following expression, where γ is an determine the value of γ such that state vector d is orthogonal to state vector a. show your work c.

Amoving company collects data about couches they move and displays the data in a table. the force along the ramp, the angle of the ramp, and the height the couch is raised to are shown. which statements correctly compare the work done to move the couches? check all that apply. the same amount of work is done for couches 1 and 3. the same amount of work is done for couches 2 and 3. the work for couch 1 is greater than the work for couch 2. the work for couch 2 is less than the work for couch 3. the work for couch 3 is greater than the work for couch 1. the work for couch 2 is greater than the work for couch 1.