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(a + 2b)3 = a3 + 6a2b +... Use the Binomial Theorem to complete the binomial expansion.; enter only the next two terms.
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well the simple way is to use pascals triangle the row where you see the cubics is 1 3 3 1 the power of a starts at 3 and decreases to zero the power of 2b starts at 0 and increases to 3 \[(a + 2b)^3 = a^3(2b)^0 + 3a^2(2b) + 3a(2b)^2 +a^0 (2b)^3\] just simplify it
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