Saved Bookmarks
| 1. |
Let the function, f:[−7,0]→R be continuous on [−7,0] and differentiable on (−7,0). If f(−7)=−3 and f′(x)≤2, for all x∈(−7,0), then for all such functions f, f(−1)+f(0) lies in the interval: |
|
Answer» Let the function, f:[−7,0]→R be continuous on [−7,0] and differentiable on (−7,0). If f(−7)=−3 and f′(x)≤2, for all x∈(−7,0), then for all such functions f, f(−1)+f(0) lies in the interval: |
|