SOLUTION: The intermediate Value Theorem claims that if a polynomial the points of (0,10) and (6, -8) then A.) f(2) is a value between {{{ 0 }}} and {{{ 6 }}} B.) f(3) is a value between

Algebra ->  Equations -> SOLUTION: The intermediate Value Theorem claims that if a polynomial the points of (0,10) and (6, -8) then A.) f(2) is a value between {{{ 0 }}} and {{{ 6 }}} B.) f(3) is a value between      Log On


   



Question 1053752: The intermediate Value Theorem claims that if a polynomial the points of (0,10) and (6, -8) then
A.) f(2) is a value between +0+ and +6+
B.) f(3) is a value between +10+ and +8+
C.) f(4) is not a value between +0+ and +6+
D.) f(5) is not a value between +10+ and +-8+

Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
The intermediate Value Theorem claims that if a polynomial the points of (0,10) and (6, -8) then
A.) f(2) is a value between +0+ and +6+
B.) f(3) is a value between +10+ and +8+
C.) f(4) is not a value between +0+ and +6
D.) f(5) is not a value between +10+ and +-8+
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f(3) is a value between +10 and -8
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Cheers,
Stan H.
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