domain of f(t)=(4-t^2)/(2-t) — step-by-step solution

We save the definition:

f (t) = \frac{4 - t^{2}}{2 - t}

Let's evaluate the domain of

\frac{4 - t^{2}}{2 - t}

For the expression

\frac{4 - t^{2}}{2 - t}

to be defined, we must have:

2 - t \neq 0

ⓘ We add

t

to both sides

2 \neq t

▶Domain of definition:

t \neq 2