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A preimage includes a line segment with a length of x units and a slope of m units. The preimage is dilated by a scale factor of n.
The length of the corresponding line segment in the image is
units. The slope of the corresponding line segment in the image is
.
To find the corresponding length in the image, we multiply the length of the preimage by the scale factor.
The length of the corresponding line segment in the image is n * x units.
To determine the corresponding slope, we need to understand how dilations affect slopes. When a line segment is dilated, the slope remains the same.
Therefore, the slope of the corresponding line segment in the image is m.
A preimage includes a line segment with a length of x units and a slope of m units. The preimage is dilated by a scale factor of n.
The length of the corresponding line segment in the image is ___ units.
The slope of the corresponding line segment in the image is ___.
The length of the corresponding line segment in the image is (n * x) units.
The slope of the corresponding line segment in the image is m units.
To find the length of the corresponding line segment in the image after dilation, we need to multiply the length of the preimage line segment by the scale factor.
So, the length of the corresponding line segment in the image is x * n units.
To find the slope of the corresponding line segment in the image, we need to multiply the slope of the preimage line segment by the scale factor.
So, the slope of the corresponding line segment in the image is m * n.