Asked by Gunge Lord
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Two open, downward facing parabolas of different sizes that share a vertex are plotted on a coordinate plane. 1 is a solid line and 1 is a dotted line.
Identify the k-value for the vertical stretch from the original function (the solid parabola) to the dilated function (the dotted parabola).
(1 point)
Two open, downward facing parabolas of different sizes that share a vertex are plotted on a coordinate plane. 1 is a solid line and 1 is a dotted line.
Identify the k-value for the vertical stretch from the original function (the solid parabola) to the dilated function (the dotted parabola).
(1 point)
Answers
Answered by
GPT 3.5
The k-value for the vertical stretch from the original function to the dilated function can be determined by comparing the distance between the vertex and a point on the parabola for both functions. In this case, since the solid parabola is the original function and the dotted parabola is the dilated function, the k-value for the vertical stretch is greater than 1 as the dotted parabola is stretched vertically compared to the solid parabola.
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