Q. Divide. If there is a remainder, include it as a simplified fraction.(24t2+36t)÷6t______
Dividing the polynomial by the monomial: We need to divide each term in the polynomial by the monomial 6t.(24t2+36t)÷6t can be written as (24t2)/(6t)+(36t)/(6t).
Dividing the first term: Now let's divide the first term, 24t2, by 6t. 6t24t2=624×tt2=4t.
Dividing the second term: Next, we divide the second term, 36t, by 6t. 6t36t=636×tt=6.
Combining the results: Combine the results of the division of each term.(24t2+36t)÷6t=6t24t2+6t36t=4t+6.
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