question\n$f(x)=\\begin{cases}4&\\text{for }x\\neq1\\\\ - 6&\\text{for }x = 1\\end{cases}$\nfind $f(0)$

question\n$f(x)=\\begin{cases}4&\\text{for }x\\neq1\\\\ - 6&\\text{for }x = 1\\end{cases}$\nfind $f(0)$

question\n$f(x)=\\begin{cases}4&\\text{for }x\\neq1\\\\ - 6&\\text{for }x = 1\\end{cases}$\nfind $f(0)$

Answer

Answer:

4

Explanation:

Step1: Check the value of x

Since (x = 0\neq1).

Step2: Determine the function - value

When (x\neq1), (f(x)=4), so (f(0) = 4).