If  is a real number, the inequality 4 + 5 < 0 is satisfied for:A. all B.  = −5C. no values of D.  > −5E.  < − 4p5

Which choice is the solution to the inequality:x2 – 4x–5 > 0

−3x+5≥3x−4

Solve the compound inequality.≥−4y5−29 or >−2y62Write the solution in interval notation.If there is no solution, enter ∅.

−5(1 − 4a) > −5

The solution set for x satisfying theinequation ||x−4|−5|<1, is