Show with suitable examples, that the sum of two monic polynomial need not be monic
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Answer:
Must the sum of two monic polynomials always be monic?
Let’s add the two monic polynomials from above:
x² + 7x + 14
y² + 8y – 28
——————————
x² + y² + 7x + 8y – 14
This is NOT monic because it has two variables
So, to answer your question, the sum of two monic polymonials MIGHT be monic, but it MIGHT NOT.
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