Browse · harp Print → smc algebra intermediate Problem If (3x−1)7=a7x7+a6x6+⋯+a0, then a7+a6+⋯+a0 equals (A) 0 (B) 1 (C) 64 (D) −64 Solution — click to reveal Notice that if x=1, then a7x7+a6x6+⋯+a0=a7+a6+⋯+a0. Therefore the answer is (3(1)−1)7)=−64. Final answer D ← Previous problem Next problem →