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Suppose a sphere in the three- dimensional space witha radius of 1 is transformed under a dilation with r= 5 and a shear change

Suppose a sphere in the three- dimensional space witha radius of 1 is transformed under a dilation with r= 5 and a shear change of 1 urit in y- drection. Show analytically that the resulting image after transformationis not a sphere. Also, determine the image.

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