log_b(2^3)+log_b((2/27)^1/2)=
3log_b(2)+1/2(log_b(2/27))=
3A+1/2(log_b(2)-log_b(27))=
3A+1/2(A-log_b(3^3))=
3A+1/2(A-3log_b(3))=
3A+1/2(A-3C)
Melissa M.
asked 11/15/21logb(2)=A, logb(3)=C
logb(8)+logb(√2/27)
the √2/27 is from top to bottom. meaning the square root is all together with the fraction.
log_b(2^3)+log_b((2/27)^1/2)=
3log_b(2)+1/2(log_b(2/27))=
3A+1/2(log_b(2)-log_b(27))=
3A+1/2(A-log_b(3^3))=
3A+1/2(A-3log_b(3))=
3A+1/2(A-3C)
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