For any real number x, the operatoris defined as:
(x) = x(3 − x)
If p + 1 =(p + 1), then p =
Pick: A) −3 B) 0 C) 1 D) 2 E) 3
(x) = x(1 − x)   (p + 1) = (p + 1)(3 - p - 1) =(2 -p)(p+1)   We are given that p + 1 =(p + 1)   Therefore (2-p)(p+1) = (p + 1)   Or (p + 1) + (p-2)(p+1) = 0   (p + 1)(p-2) = 0   p = -1,p=2   Option 2
<result>D</result>
For any real number x, the operatoris defined as:
(x) = x(3 − x)
If p + 1 =(p + 1), then p =