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Use the binomial theorem to expand completely (3x+y)^4
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thanks
its a super long answer thu
look at pascals triangle and look at the row of numbers: 1, 4, 6, 4, 1
those are the coefficients that will multiply with these terms: (3x)^4*(y)^0 (3x)^3*(y)^1 (3x)^2*(y)^2 (3x)^1*(y)^3 (3x)^0*(y)^4
so you'll basically have 1*(3x)^4*(y)^0 + 4*(3x)^3*(y)^1 + 6*(3x)^2*(y)^2 + 4*(3x)^1*(y)^3 + 1*(3x)^0*(y)^4 simplify that to get your fully expanded answer
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