Answer:
We can use the properties of logarithms to simplify this expression:
log2(9x^10/y²) = log2(9) + log2(x^10) - log2(y²)
Now we can apply the power rule of logarithms to the second term:
log2(x^10) = 10 log2(x)
Substituting back into the original expression:
log2(9x^10/y²) = log2(9) + 10 log2(x) - log2(y²)
This is the simplified form of the expression.