pre calculus
posted by M on .
find the bounds on the real zeros?????
f(x) = x^5  5x^4 +8x + 2

Check your notes for the technique of using synthetic division to find upper/lower bounds on roots.
If f(x)/(xc) has all positive coefficients and c>0, c is an upper bound.
If f(x)/(xc) has alternating coefficients and c<0, c is a lower bound
A little trial and error shows that
5 is an upper bound and 1 is a lower bound