Which function has the smallest minimum?
where are f(x) and h(x)?
what do you mean? they're both there
oh oops I only saw the graph I though the equation table and graph were all g(x)
well g(x) is ruled out right away since it's minimum is 6 and h(x)'s is 5
TRUE
so let me ask you this: what is the amplitude of sin(x) (how far away does it get from the x axis?)
you mean f(x)?
wouldn't it be 4?
no we're just talking about plain old y=sin(x) right now
or well ok I guess you skipped that step so yea you're right xD
ok so in a vertex form quadratic equation, (which is what f(x) is except is has a sin function in it) the "c" (11) is how far it is raised from the x axis, and we know the amplitude is 4, which means it's minimum is 11-4=7
or sorry not a quadratic but anyway the point is that 11 is how far it is raised
oh ok so the answer is h(x), right?
|dw:1447038922087:dw|
i see
yes, the answer is h(x)
thank you so much! u did a great job explaining it!
your welcome! :)
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