Suppose the climbing rate of an aircraft, c(h), in feet per minute, is a function of...
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Suppose the climbing rate of an aircraft, c(h), in feet per minute, is a function of the altitude h in feet. Suppose C(h) is a function of h whose derivative is c(h). That is, C' (h) = dC/dh = c(h). What are the units of C(h)? Note that the units of c(h) are ft/min and the units of h are ft. Suppose the climbing rate of an aircraft, c(h), in feet per minute, is a function of the altitude h in feet. Suppose C(h) is a function of h whose derivative is c(h). That is, C' (h) = dC/dh = c(h). What are the units of C(h)? Note that the units of c(h) are ft/min and the units of h are ft.
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