Find the vertex of y = 5a - 5a +9 using the vertex formula. This problem...
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Find the vertex of y = 5a - 5a +9 using the vertex formula. This problem will not accept decimal answers. * Please use fractions only. Step 1: Find the x-coordinate of the vertex Using the vertex formuia, what is the x-coordinate of the vertex for the parabola y= 5 5r +9? Step 2 Find the y-coordinate of the vertex Now that we know that the x-coordnate of the vertex is we only need to find the y-coordinate Fortunately, we know that y SarSa +9. What is the y-coordinate that corresponds to Cve the vertes of the parabola y=ha-r +9 as a point Find the vertex of y = 5a - 5a +9 using the vertex formula. This problem will not accept decimal answers. * Please use fractions only. Step 1: Find the x-coordinate of the vertex Using the vertex formuia, what is the x-coordinate of the vertex for the parabola y= 5 5r +9? Step 2 Find the y-coordinate of the vertex Now that we know that the x-coordnate of the vertex is we only need to find the y-coordinate Fortunately, we know that y SarSa +9. What is the y-coordinate that corresponds to Cve the vertes of the parabola y=ha-r +9 as a point
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y 5x2 5x9 3D 5xx 2 y 5xz y 5 x2x44 D5 y 365 20 y 5 x53 x ... View the full answer
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