can someone help me with a problem please!!
@satellite73 @Directrix @jim_thompson5910
which part of the problem?
The first part for now :)
Hint: Intermediate Value theorem
@freckles do you know any good websites to review the theorem?
\[f(x) = ax^3-11x^2+bx+c \qquad f(-3)=10, \qquad f(0)=4,\qquad f(-1)=4\]\[f(-3)=(-3)^3a -11(-3)^2+(-3)b+c=10 \]\[f(-3)=-27a-99-3b+c=10\]\[f(-3) = -27a-3b+c=109\] ...perhaps we can solve this as a system of equations?
could you show me how? please and thank you :)
part a) imagine you have a river that is a complete straight line |dw:1443850668196:dw| this straight line would stretch forever in both directions
now let's say we had point A and point B one point on either side |dw:1443850712927:dw|
if we connect the two points with a continuous function, then it is impossible to not pass through the line. we might have something like this |dw:1443850761686:dw| the path has to cross over the river somewhere
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