IDS TURN WHATEVER AGE TH... A. All sides are the same length. B. Each interior angle measures $$ 90^{\circ} $$. C. Two of the interior angles each measure less thation $$ 90^{\circ} $$. D. Two sides have the same length. E. The measures of the interior angles have a sum of $$ 90^{\circ} $$.

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UpStudy AI · Accepted Answer

It looks like the problem is asking which of the following statements are true for a square.

A square is defined as a quadrilateral with the following properties:
 • All four sides are congruent.
 • Each of its four interior angles measures 90°.

Let’s look at the choices:

A. All sides are the same length.
 • This is true for a square.

B. Each interior angle measures 90°.
 • This is also true for a square.

C. Two of the interior angles each measure less than 90°.
 • In a square every interior angle is exactly 90°, so this is false.

D. Two sides have the same length.
 • Although this is a much weaker statement than “all sides are the same length,” it is still true; any two sides you pick in a square will indeed be equal.

E. The measures of the interior angles have a sum of 90°.
 • For any quadrilateral, including a square, the interior angles add up to 360° (not 90°), so this statement is false.

Thus, the statements that hold true for a square are A, B, and D.
A, B, and D are true for a square.

IDS TURN WHATEVER AGE TH... A. All sides are the same length. B. Each interior angle measures \( 90^{\circ} \). C. Two of the interior angles each measure less thation \( 90^{\circ} \). D. Two sides have the same length. E. The measures of the interior angles have a sum of \( 90^{\circ} \).

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