Solve for x in inequality or quadratic formulas?

Question

Solve for x in the following inequality



For the following function give the leading term, the degree, and the coefficient.




Find the rate of decay for the following geometric sequence.



Use the quadratic formula to solve for x.

Answer 1

All great questions, but I don't see your problems. Please post again or add details to show your specific questions.

Answer 2

Set the inequality equivalent to 0 by including -3x squared to both area (cancels out on good area) you even ought to exhibit the > to <, because of inequality guidelines. you even ought to administration the inequality to make it less demanding, so rearrange by preserving, 3x(squared) + x - 8 < 0 now plug the Coefficients into the quadratic formula X=-a million plus or minus the sq. root of one million squared minus 4*3*-8 throughout (fraction bar) 2*3 It sounds puzzling, even with the undeniable fact that it helps in case you seem at this contained in the quadratic, a corresponds with the coefficient of the x squared. to that end, 3 B corresponds with the coefficient of the x. to that end, use one, because there is in problem-free words x. C is the decision with out variable, to that end, -8 i wish this helps :)

Answer 3

wel........wats d prob....can u repost ur question