(3r-2k)³+(3r+2k)³ simply it
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By the formula (a+b)³=a³+b³+3ab(a+b)
(a-b)³= a³- b³- 3ab(a - b)
(3r-2k)³=3r³-2k³-3(3r)(2k)(3r-2k)
(3r+2k)³=3r³+2k³+3(3r)(2k)(3r+2k)
=3r³-2k³-9r(2k)(3r-2k) +3r³+2k³+9r(2k)(3r+2k)
Here 3r³ ,-3r³,-2k³,2k³ are cancelled which gives zero
=0-0-9r(2k)(3r-2k) +9r(2k)(3r+2k)
=0-27r-4k+27r+4k=0
Here again -27r,-4k,27r,4k are cancelled
So the answer is zero
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