How do you find the domain of $h(t)=4/t$ ?

Question

3309 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2017-06-01T10:58:15

$"Domain": {t in RR | t ne 0}$

We have: $h(t) = frac(4)(t)$

The denominator of any fraction cannot be equal to zero:

$Rightarrow t ne 0$

Therefore, the largest possible domain for $h(t)$ is ${t in RR | t ne 0}$ .

How do you find the domain of h(t)=4/th(t)=4/t?