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f(x)=x^2-8x-5 what is the y-coordinate of the vertex? the minimum? what is the range of f(x)?
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at vertex f'(x)=0 so 2x-8=0 x=4 so y=(4)^2-8(4)-5 = -21 So that;s the minimum, so y is defined on [-21,infinity)
what is the range then?
given above, -21 to positive infinity
what would the x coordinate be?
is that the )?
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0*
the x coordinate at y=-21 is 4, but x can be any real number
so the vertex is x= 4 and y=-21?
yeah
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