Answer:-
The cubes strategy for solving equations typically involves breaking down numbers into their cube roots or using cube properties to simplify equations. If an equation contains cube terms, you can factorize it using identities like ???? 3 − ???? 3 = ( ???? − ???? ) ( ???? 2 + ???? ???? + ???? 2 ) a 3 −b 3 =(a−b)(a 2 +ab+b 2 ) or ???? 3 + ???? 3 = ( ???? + ???? ) ( ???? 2 − ???? ???? + ???? 2 ) a 3 +b 3 =(a+b)(a 2 −ab+b 2 ). This helps in isolating variables and solving step by step. In some cases, cube roots are taken to simplify expressions. This strategy is useful in algebra and higher mathematics to handle complex polynomial equations effectively.
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