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Select all the statements that must be true for any scaled copy Q of Polygon P. Angle measures of Polygon P clockwise from bottom left, in degrees, 90, 125, 35, 250, 80, 135. Group of answer choices The side lengths are all whole numbers. The angle measures are all whole numbers. Q has exactly 1 right angle. If the scale factor between P and Q is LaTeX: \frac15 1 5 1 5 1 5 , then each side length of P is multiplied by LaTeX: \frac15 1 5 1 5 1 5 to get the corresponding side length of Q.

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Answer:

The correct options are;

1) The angle measures are all whole numbers

2) Q has exactly 1 right angle

Step-by-step explanation:

1) When a polygon is scaled to obtain another polygon, whereby the scale factor for the transformation is constant, we have;

The ratio of the sides of the two polygon will be constant, and the two polygons will be similar

Therefore, the interior angles of the polygon and the scaled copy will be equal

Given that the interior angles of the original polygon are all whole numbers, and the interior angles of the scaled copy are congruent to the interior angles of the original polygon, the interior angles of the scaled of the scaled copy are therefore all whole numbers.

2) Similarly, given that the interior angles of the original polygon has exactly 1 right angle, the interior angles of the scaled copy will therefore have exactly 1 right angle.

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