# Let S(d) give the height of high tide in Seattle on a specific day, d, of the year. Use shifts of…

Let S(d) give the height of high tide in Seattle on a specific day, d, of the year. Use shifts of the function S(d) to find formulas for each of the following functions:

(a) T(d), the height of high tide in Tacoma on day d, given that high tide in Tacoma is always one foot higher than high tide in Seattle.

(b) P(d), the height of high tide in Portland on day d, given that high tide in Portland is the same height as the previous day’s high tide in Seattle.

Table 6.4 contains values of f(x). Each function in parts (a)–(c) is a translation of f(x). Find a possible formula for each of these functions in terms of f. For example, given the data in Table 6.5, you could say that k(x) = f(x)+1

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