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Use Pascal's triangle to find the coefficients of the expanded form of the binomial (a + b)7.
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highest exponent is 7, so look at 8th row pascal's triangle |dw:1429234382165:dw| so it will be like \(\sf a^7+7(a^6)(b)+21(a^5)(b^2)+35(a^4)(b^3)+35(a^3)(b^4)+21(a^2)(b^5)+7(a)(b^6)+b^7\) just simplify it
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