Question

-9а^2+1/3b+a^2b+24a^2+1/4c

Answer 1

+++++++++++++++++++++++

Answer 2

To simplify the given expression, combine like terms. The expression is:

-9a^2 + 1/3b + a^2b + 24a^2 + 1/4c

Step 1: Group the like terms together (terms with the same variables and exponents): (-9a^2 + 24a^2) + (a^2b) + (1/3b) + (1/4c)

Step 2: Combine the like terms in each group: (15a^2) + (a^2b) + (1/3b) + (1/4c)

So the simplified expression is: 15a^2 + a^2b + (1/3)b + (1/4)c

Note: If you want to further simplify the expression, you can find a common denominator for (1/3)b and (1/4)c and combine them. However, as it stands, the expression is already simplified in terms of like terms.