Express 3888 as a product of powers of their prime factors.In Fig. 11,

1.	Express 3888 as a product of powers of their prime factors.In Fig. 11, D, E, and F are midpoints of AB, AC, and BC, respectively,and AB = AC. Prove that triangle DFB = triangleEFC.
Answer» Answer: 3888= 2⁴×3⁵ Hence, 3888 is EXPRESSED as product of its prime factors . Bhai 2ND question KA DIAGRAM send krr de

Express 3888 as a product of powers of their prime factors.In Fig. 11, D, E, and F are midpoints of AB, AC, and BC, respectively,and AB = AC. Prove that triangle DFB = triangleEFC.

Answer»

Answer:

3888= 2⁴×3⁵

Hence, 3888 is EXPRESSED as product of its prime factors .

Bhai 2ND question KA DIAGRAM send krr de

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Express 3888 as a product of powers of their prime factors.In Fig. 11, D, E, and F are midpoints of AB, AC, and BC, respectively,and AB = AC. Prove that triangle DFB = triangleEFC.​

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Express 3888 as a product of powers of their prime factors.In Fig. 11, D, E, and F are midpoints of AB, AC, and BC, respectively,and AB = AC. Prove that triangle DFB = triangleEFC.