Common-Core/ Grade 8
Maths MCQ Based On Graph the image dilations
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Common-Core Grade 8 - 8 Graph the image dilations
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The scale factor of dilation is the ratio of a length in the image to the corresponding length in the original figure.
The scale factor of dilation is the ratio of a length in the image to the corresponding length in the original figure.
Here the scale factor is \\(1\\over4\\) so we need to multiply each coordinate by \\(1\\over4\\) and then plot the points and join them.
The scale factor of dilation is the ratio of a length in the image to the corresponding length in the original figure.
Here the scale factor is 0.5 so we will multiply all the co-ordinates with 0.5.
Here the scale factor is \\(1\\over5\\)so we need to multiply all the coordinates by \\(1\\over5\\) and then plot the points and join them.
The scale factor is \\(1\\over2\\) so we multiply all the coordinates by\\(1\\over2\\) and plot the points and then join them.
The scale factor of dilation is the ratio of a length in the image to the corresponding length in the original figure.
The scale factor of a dilation is the ratio of a length in the image to the corresponding length in the original figure
Here the scale factor is \\(1\\over2\\), so we divide every coordinate by 2 and join the points after plotting them.
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