The correct option is B 25x2−49y2
We need to find the value of (5x+7y)×(5x−7y).
As we know that,
(a+b)×(a−b)=a2−b2
Here, a=5x and b=7y
(5x+7y)×(5x−7y)=(5x)2−(7y)2
(5x+7y)×(5x−7y)=25x2−49y2
The value of the expression (5x+7y)×(5x−7y) would be 25x2−49y2.