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Does there exist a continuous function f(x) such that f(0)=−3, f(2)=−9 and f′(x)≤−7 for all x in (0,2)
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what is the slope between f(0) and f(2) ?
How do I find the slop in this case?
you are given 2 points ... (0,-3) and (2,-9)
the formula for the slope between 2 points was worked out back in algebra classes ....
Oh, the slope is -3 right?
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yes
now, the best we can do to get from one point to the other; we are told is, -7 can you tell me if this is possible?
|dw:1383597837128:dw|
IF the slope between the points had been "less than or equal to" -7, we could have found a way to accomplish it; but as is, we cant even hit the second point
|dw:1383597983898:dw|
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