HONORS ALGEBRA 1

HONORS ALGEBRA 1

y=〈 1 if x is rational 〈 0 if x is irrational

Find the restricted values of x for the following rational expression. If there are no restricted values of x, indicate "No Restrictions". −x + 4 / 13

The following rational function f(x)=(2x-1)/(x-1) has horizontal asymptote y= has vertical asymptote x= y intercept is y= x intercept is x=

(1/(x+1))+(1/(x+2))/(1/(x+2))+(1/(x+3))=

((1/x+1)+(1/x+2))/((1/x+2)+(1/x+3))= ()/()

((x-5)/(x2-25))-((3)/(x+5)) where A and B are polynomials of degree as low as possible and the leading coefficient of B is 1

Simply the following rational equation (x-5/x2-25) - (3/x+5)= A/B where A and B are polynomials of degree as low as possible and the leading coefficient of B is 1. A= B= &...