Fill in the missing statement and reason of the proof below. Given: ABCD is a rhombus and AE BE. Prove: ABCD is a square. Step Statement Reason ABCD is a rhombus Given AE BE AC and BD bisect each other The diagonals of a rhombus bisect each other When a segment is bisected, the whole segment is twice the length of each part AC = 2AE %3D When a segment is bisected, the whole segment is twice the length of each part 4. BD = 2BE %3D Type of Statement ABCD is a square because it is a rhombus with congruent diagonals 6. ABCD is a square 2.

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A: Let's solve.

Q: could you do a and b with different examples again

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Q: Can you clarify the answer for the second step (a) ? It says that it's wrong.

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Q: May you please write clearer, i don't understand step b and c.

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Q: Can you please evaluate part IV and V? Can part b and c also be completed?

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Q: ARE YOU SURE ABOUT PART 2 ?

A: which is constant.

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Q: Could you explain part(b) as well?

A: Our objective is given below:

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Q: I'm confused about step 2 can I please get an clear answer

A: Sol:-  In this you are confused about step 2 so that i am clearing you about this.

Q: What does k mean in step 5?

A: What does k mean in step 5?