Use the properties of limits to find the indicated limit.
-$\lim (4-5 x)$
$x \rightarrow \theta^{-}$
A) 0
B) 4
C) -1
D) does not exist

Question

Quizplus · Accepted Answer

The limit of a constant minus a linear function as $x$ approaches any value is simply the constant minus the product of the coefficient of $x$ and the value $x$ approaches. Here, as $x$ approaches $\theta^{-}$, the expression $4 - 5x$ approaches 4.

Use the Properties of Limits to Find the Indicated Limit lim⁡(4−5x)\lim (4-5 x)lim(4−5x)

Use the Properties of Limits to Find the Indicated Limit $\lim (4-5 x)$