Why is the given equations not considered as polynomials:
1/x-1
1/x^2+2x+3
Answers
Answered by
3
hai friend,
According to definition of polynomials,
An algebraic expression with variables having non negative integral powers is known as polynomial
so, for a algebraic expression variables indenominators are not considered to be polynomials
here,
the variables are in denominators
Thus, 1/x-1, 1/x^2+2x+3are not polynomials but they are multinomials
hope it helps!!!
brainliest plzz
According to definition of polynomials,
An algebraic expression with variables having non negative integral powers is known as polynomial
so, for a algebraic expression variables indenominators are not considered to be polynomials
here,
the variables are in denominators
Thus, 1/x-1, 1/x^2+2x+3are not polynomials but they are multinomials
hope it helps!!!
brainliest plzz
HappiestWriter012:
applying that here
but given expression 1/(x-1)
not 1/x -1
ok then
they didn't provide clearly
same as second one
ok
please certify
my answer
remove the words having negative powers
Answered by
5
by the definition of polynomial
variable shouldn't be in the place of denominator
therefore
in given problems variable x lie in the denominator
they are expressions not polynomials
variable shouldn't be in the place of denominator
therefore
in given problems variable x lie in the denominator
they are expressions not polynomials
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