Browse · harp Print → smc algebra intermediate Problem What is the value of [log10(5log10100)]2? (A) log1050 (B) 25 (C) 10 (D) 2 (E) 1 Solution — click to reveal [log10(5log10100)]2 Since 102=100, we have log10100=2, so: [log10(5⋅2)]2 Multiply: [log10(10)]2 Since 101=10, we have log1010=1, so: [1]2 1 1. Final answer E ← Previous problem Next problem →