how to split the midle term of 2-3x-x^2
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Working rule:
Factorisation by middle term splitting method :
• Check whether the terms of given polynomial are in descending order of the powers of x. If not , then rearrange the terms in descending order of powers of x .
• Check whether the leading coefficient is positive or not . If not , then make it positive by taking – 1 as common. { leading coefficient = coefficient of variable (x) with highest power }
• Split the middle term, such that their product is equal to the product of x² and the constant.
• Take common wherever is possible and finally factorize the polynomial.
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Answer:
the question is wrong!
it should be
2-3x±x^2
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