Which of the following is a polynomial?
(i) 2x +
(ii)
+ x2 (iii) y2 + y-3 (iv) 3
+ 7
(i) On solving the equations,
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After simplifying the equation, one of the term has a negative (-2) exponent.
So, following the ideal pattern of a polynomial,
is not a polynomial.
(ii) On solving the equations,
![]()
∵ After simplifying the equation, as it has a positive (2) exponent.
So, following the ideal pattern of a polynomial,
is a polynomial.
(iii) On solving the equations,
![]()
![]()
∵ After simplifying the equation, as the one of the term has a negative (-3) exponent.
So, following the ideal pattern of a polynomial,
is not a polynomial.
(iv) On solving the equations,
![]()
![]()
After simplifying the equation, as the expression has a degree of
.
So, following the ideal pattern of a polynomial,
is not a polynomial.
Couldn't generate an explanation.
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