The degree of polynomial in
2x100+2x50+25
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Answer:if ×is multiply then 0 but if this is x then 1
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Given Polynomial Equation :
2x¹°° + 2x^(50) + 25
Degree of a polynomial equation is given by the highest power of the variable for which the polynomial equation is defined
Here clearly the given Polynomial is in 'x'
So Highest Power of X - 100
Note: Though we have x^(50) as one of the terms we say that x¹°° is the degree because 100>50
So 100 is the highest power of X in the given Polynomial
Hence it is also known as '100'th degree polynomial
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