Level:
Project ID:
9000005809
Accepted:
1
Clonable:
0
Easy:
0
Consider the functions \(f(x) = x - 1\)
and \(g(x) y = -x + a\). Find the value
of the real parameter \(a\in \mathbb{R}\)
which ensure that the functions have a common value at
\(x = 3\), i.e.
\(f(3) = g(3)\).
\(a = 5\)
\(a = -1\)
\(a = 1\)
\(a = 2\)