Browse · MATH Print → jmc algebra intermediate Problem If 6a2+5a+4=3, then what is the smallest possible value of 2a+1? Solution — click to reveal We proceed as follows: 6a2+5a+46a2+5a+1(2a+1)(3a+1)=3=0=0.This gives us a=−21 or a=−31. Of these, a=−21 gives the smaller value of 2a+1=0. Final answer 0 ← Previous problem Next problem →