Question

evaluate 62² - 38² please find this as fast as possible ​

Answer 1

Step-by-step explanation:

(101)² =(100+1)²

(101)² =(100+1)²

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100²

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100² +1 x2

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100² +1 x2 +2×100×1

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100² +1 x2 +2×100×1=10000+1+200

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100² +1 x2 +2×100×1=10000+1+200=10000+201

(101)² =(100+1)² Using (a+b)² =a² +b² +2ab(100+1)² =100² +1 x2 +2×100×1=10000+1+200=10000+201=10201.

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