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x-vertex of y=ax^2+bx+c is given by -b/(2a)
can you tell what is the x vertex now ?
I really don't understand this :/ I don't know ...
so as i wrote x-vertex of y=ax^2+bx+c is given by -b/(2a) in our case y = -3x^2 -x + 8 so a = -3 , b = -1 , c = 8 so x vertex is given by -(-1)/(2*(-3)) = 1 / (-6) = -1/6
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in order to find the y of the vertex you have to plug x=-(1/6) into the equation can you do it ?
Okay I get the x vertex now but I don't know what to do next.
in order to find the y of the vertex you have to plug x=-(1/6) into the equation can you do it ?
what is y(-1/6) ?
are you trying ? y(-1/6) = -3 * (-(1/6))^2 - (-(1/6)) + 8 = ?
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