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Mathematics
the shape is enlarged by a factor of 2 is the image congruent to the original image
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no
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the perimeter of the starfish is 30 centimeters. This original picture is to be enlarged in both dimensions to an image that is
Top answer:
area = k * length ratio^2 sqrt (9) = 3 times length ratio 3*30 = 90 in other words for similar
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Lee's mural is a triangular shape. Each side is 5 feet long. His friend's mural is the same shape, but he enlarged it to 12 feet
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To find the scale factor, divide the length of Leo's friend's mural by the length of the original
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Lee's mural is a triangular shape. Each side is 5 feet long. His friend's mural * 1 point is the same shape, but he enlarged it
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To find the scale factor, divide the length of the enlarged mural by the length of the original
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Lee's mural is a triangular shape. Each side is 5 feet long. His friend's mural * 1 s the same shape, but he enlarged it to 12
Top answer:
To find the scale factor, divide the length of the enlarged mural by the length of the original
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what is centre of enlargement
It is the point in an enlarged image that stays in the same location as the original image.
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To find the center of enlargement, you need to have both the original image and the enlarged image.
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Find the image vertices for a dilation with center (0, 0) and a scale factor of 4.
Scale Factor = 4 Vertices given in the graph:
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To find the image vertices for a dilation with a scale factor of 4 and a center at (0, 0), you can
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A copy machine is set to enlarge an image 160%. If the original image is 3 inches tall, how tall will the enlarged image be?
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3 * 1.60 = ____
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Which phrase BEST describes pixelization??
A. conversion of a photograph to pixels B. transformation of a vector-based shape C.
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A. conversion of a photograph to pixels
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Which phrase BEST describes pixelization?
A. conversion of a photograph to pixels B. transformation of a vector-based shape C.
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A. conversion of a photograph to pixels
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Laing enlarged a photograph to 1 3/4 times it's original size. The original photograph was 5 inches wide. What was the width of
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You are correct.
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