Browse · harp Print → smc algebra senior Problem If f(x)=ax4−bx2+x+5 and f(−3)=2, then f(3)= (A) −5 (B) −2 (C) 1 (D) 3 (E) 8 Solution — click to reveal Substituting x=−3, we get f(−3)=81a−9b−3+5=81a−9b+2. But f(−3)=2, so 81a−9b+2=2, which means 81a−9b=0. Then f(3)=81a−9b+3+5=0+3+5=8. Final answer E ← Previous problem Next problem →