-Let a and B Represent Positive Real Numbers

Question

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The Answer is To complete the proof, we show that the midpoint of diagonal

To complete the proof, we show that the midpoint of diagonal and the midpoint of diagonal are the same point, namely the point of intersection of these diagonals. Now so . Also, so . Thus, the common midpoint of and must be their point of intersection, so and bisect each other.

and the midpoint of diagonal To complete the proof, we show that the midpoint of diagonal and the midpoint of diagonal are the same point, namely the point of intersection of these diagonals. Now so . Also, so . Thus, the common midpoint of and must be their point of intersection, so and bisect each other.

are the same point, namely the point of intersection of these diagonals.
Now To complete the proof, we show that the midpoint of diagonal and the midpoint of diagonal are the same point, namely the point of intersection of these diagonals. Now so . Also, so . Thus, the common midpoint of and must be their point of intersection, so and bisect each other.

so

. Also,

so

.
Thus, the common midpoint of To complete the proof, we show that the midpoint of diagonal and the midpoint of diagonal are the same point, namely the point of intersection of these diagonals. Now so . Also, so . Thus, the common midpoint of and must be their point of intersection, so and bisect each other.

and

must be their point of intersection, so To complete the proof, we show that the midpoint of diagonal and the midpoint of diagonal are the same point, namely the point of intersection of these diagonals. Now so . Also, so . Thus, the common midpoint of and must be their point of intersection, so and bisect each other.

and

bisect each other.

-Let a and B Represent Positive Real Numbers

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