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2. Expand (4x – 3y)^4 using Pascal’s Triangle
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http://upload.wikimedia.org/wikipedia/commons/thumb/f/f6/Pascal's_triangle_5.svg/540px-Pascal's_triangle_5.svg.png those are the coefficients that go in the expanded terms so \(\bf (4x - 3y)^4\implies (4x)^4(3y)^0+\square(4x)^3(3y)^1+\square(4x)^2(3y)^2\\ \quad \\+\square(4x)^1(3y)^3+\square(4x)^0(3y)^4\)
apply the pascal's triangle: \[(4x)^{4}+4(4x)^{3}(-3y)+6(4x)^{2}(-3y)^{2}+4(4x)(-3y)^{3}+(-3y)^{4}\] and simplify
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