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determining the domain of a function. s=1/3t+12
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is the equation \[s = (1/3) t + 12\] or \[s = 1/(3t) + 12\]
Or even 1/(3t+12)??
very true
no it is the first one Itook it straight from the book
so the domain is all real t all real t except t = 0 or all real t except t = -4
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In the first case it's "all real numbers," in the second it's "all real numbers except 0," and in the third it's "all real numbers except -4."
well its all real t...
Yup, the first case then.
yes
how do i write that in interval notation?
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\[(-\infty, \infty)\]
\[s(t)=t/3+12\] Domain: Set of all real numbers. Interval notation: \[(-\infty,\infty)\]
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