(1-r/3s)^3
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=(1− r / 3 s)*(1− r / 3 s)*(1− r / 3 s)
=(1+ −1 / 3 rs)( 1 / 9 r²s²+ −2 / 3 rs+1)
=(1)( 1 / 9 r²s²)+(1)( −2 / 3 rs)+(1)(1)+( −1 / 3 rs)( 1 / 9 r²s²)+( −1 / 3 rs)( −2 / 3 rs)+( −1 / 3 rs)(1)
= 1 / 9 r²s²+ −2 / 3 rs+1+ −1 / 27 r3s3+ 2 / 9 r²s²+ −1 / 3 rs
= −1 / 27 r³s³+ 1 / 3 r²s²−rs+1
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