Browse · harp Print → smc algebra senior Problem If ∣x−2∣=p, where x<2, then x−p= (A) −2 (B) 2 (C) 2−2p (D) 2p−2 Solution — click to reveal When x<2, x−2 is negative so ∣x−2∣=2−x=p and x=2−p. Thus x−p=(2−p)−p=2−2p. 2−2p Final answer C ← Previous problem Next problem →