Browse · harp Print → smc algebra senior Problem If a=log8225 and b=log215, then a, in terms of b, is: (A) 2b (B) 32b (C) b (D) 23b Solution — click to reveal Using the change-of-base rule: a=log8log225 and b=log2log15. ba=log8log15log225log2 a=b⋅log15log225⋅log8log2 a=blog15225log82 a=32b Final answer B ← Previous problem Next problem →