© Department of Physics, University of Guelph.

Select the problem number or part you wish.

1. For y = c[(1/x) + (1/z)], sketch a graph of

(a) y vs x,

(b) y vs 1/x

for - infinity < x < + infinity. c and z are positive constants.

2. E = ½mv^{2}. If m is constant, what
power of v must E be plotted against, in order to obtain a linear graph?