Answer :
Final Answer:
The length of the two missing sides in the parallelogram is 61 and 61 (Option B).
Explanation:
In a parallelogram, opposite sides are of equal length. Therefore, if one side of the parallelogram is given as 61, the opposite side will also be 61. This corresponds to the properties of a parallelogram where opposite sides are parallel and congruent.
In a parallelogram, there are several properties that hold true. One of these properties is that opposite sides are of equal length. This means that if you know the length of one side of a parallelogram, you can be certain that the opposite side will have the same length.
In the context of the given question, you're asked to find the length of the two missing sides in the parallelogram. If you know one side is 61 units in length, the opposite side must also be 61 units long, due to the nature of parallelograms.
Hence, the answer is option B, which correctly states that the missing sides are 61 and 61. This property of parallelograms is fundamental in geometry and helps in solving problems related to their sides and angles.
So, you can confidently conclude that the lengths of the two missing sides in the parallelogram are both 61, as they are opposite sides and, by definition, must be congruent.
So, the lengths of the two missing sides are both 61, which matches with Option B.
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