are x^2-1 and tanx=sinx/cosx rational expressions?
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x^{2} -1 is a rational expression but tanx= sinx/ cos x is not a rational expression
Rational expressions are fractions where numerator and denominator are polynomials. x^{2} -1 can be written as
{x^{2}-1}/ 1. Here x^{2} -1 and 1 both are polynomials. Therefore x^{2} -1 is a rational expression.
tanx , sinx and cosx are trigonometric functions and therefore they are not polynomials.
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