+ Explanation`let `log_9 27 = x.`
Then,`9^x = 27 ⇔ (3^2)^x`
`= 3^3`
`:. 3^2x = 3^3.`
`So, 2x = 3`
`or x = 3/2.`
let`log_8 32 = y.`
Then, `8^y = 32`
`or (2^3)^y = 2^5.`
`:.2^3y = 2^5.`
So,`3y = 5`
`or y = 5/3`.
`:. log_9 27 + log_8 32`
`= (3/2 + 5/3)`
`= 19/6.`