Question

attempt 1: 10 attempts remaining. find the limit of the function: \\(\lim_{x\to 0} (4x(x - 5)) = \\) submit answer next item

Explanation:

Step1: Simplify the function

First, simplify the function \(4x(x - 5)\) to \(4x^2-20x\).

Step2: Substitute \(x = 0\)

To find the limit as \(x\to0\), we substitute \(x = 0\) into the simplified function. So we have \(4(0)^2-20(0)\).

Step3: Calculate the result

Calculate \(4(0)^2-20(0)=0 - 0=0\).

Answer:

\(0\)