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here is your answer
1. replacing a by 2x and b by 3y in the identity
(a+b)³=a³+b³+3ab (a+b), we have
➡ (2x+3y)³=(2x) ³+(3y) ³+3×2x×3y×(2x+3y)
➡ (2x+3y)³=8x³+27y³+18xy×2x+18xy×3y
➡ (2x+3y)³=8x³+27y³+18xy×2x+18xy×3y
➡ (2x+3y)³=8x³+27y³+36x²y+54xy²
2. replacing a by 3x and b by in the same identity
➡(3x-2y) ³=(3x)³-(2y) -3×3x×2y×(3x-2y)
➡(3x-2y) ³=27x³-8y³-18xy×(3x-2y)
➡(3x-2y) ³=27x³-8y³-54x²y+36xy²
I hope you understand
here is your answer
1. replacing a by 2x and b by 3y in the identity
(a+b)³=a³+b³+3ab (a+b), we have
➡ (2x+3y)³=(2x) ³+(3y) ³+3×2x×3y×(2x+3y)
➡ (2x+3y)³=8x³+27y³+18xy×2x+18xy×3y
➡ (2x+3y)³=8x³+27y³+18xy×2x+18xy×3y
➡ (2x+3y)³=8x³+27y³+36x²y+54xy²
2. replacing a by 3x and b by in the same identity
➡(3x-2y) ³=(3x)³-(2y) -3×3x×2y×(3x-2y)
➡(3x-2y) ³=27x³-8y³-18xy×(3x-2y)
➡(3x-2y) ³=27x³-8y³-54x²y+36xy²
I hope you understand
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