InterviewSolution
Saved Bookmarks
| 1. |
Consider the logarithmic inequality 1+log5(x2+1)≥log5(ax2+4x+a) for all real values of x. The number of integers which a cannot take, is |
|
Answer» Consider the logarithmic inequality 1+log5(x2+1)≥log5(ax2+4x+a) for all real values of x. The number of integers which a cannot take, is |
|