Divide each of the following polynomials by synthetic division method and also by linear division method. Write the quotient and the remainder.
(2m2 – 3m + 10) ÷ (m – 5)
The linear division method is as follows:

Representing the polynomial in first polynomial in coefficient form:
⟹ 2.m2 – 3.m + 10
⟹ (2, – 3, 10)

Bring the first term as it is. Then multiply 5 with the value written in the bottom result area. Continue this until done.
Quotient = 2m + 7
Remainder = 45
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