Explanation:
If Jaime knows that 30² = 900 , he can use it in finding 29×31. Lets see how :-



Hence , we can find the 29×31 by using 30².
Similarly , Raquel can find 24×26 by using 25². Lets see how :-


Hence , we can find the ×26 by using 25².
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The algebraic identity used above is :-

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