SOLUTION: Can you please help me with this problem?
Let the function h be defined by h(x) =14+ x^2 /4
If h(2m) = 9m , what is one possible value of m?
My attempt so far:
14+ 2m^2 /4
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Functions
-> SOLUTION: Can you please help me with this problem?
Let the function h be defined by h(x) =14+ x^2 /4
If h(2m) = 9m , what is one possible value of m?
My attempt so far:
14+ 2m^2 /4
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Question 1054032: Can you please help me with this problem?
Let the function h be defined by h(x) =14+ x^2 /4
If h(2m) = 9m , what is one possible value of m?
My attempt so far:
14+ 2m^2 /4 =9m
14+ m^2 /2 =9m
14/9+m^2 /2 /9 =9m/9
14/9 + m^2/18 = m Answer by ikleyn(52772) (Show Source):
You can put this solution on YOUR website! .
Can you please help me with this problem?
Let the function h be defined by h(x) =14+ x^2 /4
If h(2m) = 9m , what is one possible value of m?
My attempt so far:
14+ 2m^2 /4 =9m
14+ m^2 /2 =9m
14/9+m^2 /2 /9 =9m/9
14/9 + m^2/18 = m
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
h(2m) = + <--- substitute (2m) instead of "x" into h(x) = 14 + x^2/4
= + = --->
= 9m --->
= --->
(m-2)*(m-7) = 0 ---> m = 2 or/and m = 7.
