Consider the following function.\\ $f(t) = \frac{5 - 3t}{t}$\ (a) State the domain of the function.\ $\circ$ all real numbers $t$ except $t = 0$\ $\circ$ all real numbers $t$ except $t = 3/5$\ $\circ$ all real numbers $t$\ $\circ$ all real numbers $t$ except $t = -3/5$\ $\circ$ all real numbers $t$ except $t = 5/3$\ (b) Identify all intercepts. (If an answer does not exist, e\ t-intercept $(t, y) = (\qquad )$\ y-intercept $(t, y) = (\qquad )$
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Therefore, the domain of the function is all real numbers t except t = 0. Show more…
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