Which of the expressions below is NOT a polynomial? A. (1/3)x + 4 B. 3x2 C. 1/x+ x2 D. 7x4 + 8x2 + 5
polynomials are built by multiplication, addition, subtraction...
u need to see the exponents too the polinomials must have integer positive exponents
@julian25 the polynomials listed there do show their exponents, just badly formatted. \[\frac{1}{3}x+4\]\[3x^2\]\[\frac{1}{x}+x^2\]\[7x^4+8x^2+5\]
@Reganbaughman417 which one of those does not belong?
do u think that the third is a polinomial?
the third answer
that's correct, it is not a polynomial because there is a division by \(x\) which is the same as raising \(x\) to a negative exponent (-1), and negative exponents aren't allowed in polynomials. if it isn't a polynomial for that reason, it's called an algebraic expression...
thank you so much
c is the answers because you cannot have a variable as a denominator so in c, x is the denominator
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