#MAASL00205

a) Add the values of the previous row, with the first and last values being 1.

1, 1+7, 7+21, 21+35, 35+35, 35+21, 21+7 7+1, 1

1, 8, 28, 56, 70, 56, 28, 8, 1



b)  Use binomial expansion formula: (a+b)^n = a^n + _nC_1(a^{n-1})b + _nC_2(a^{n-2})b^2...

_8C_3(2x)^5(6)^3

Use Pascal's Triangle to find _8C_3

56(32x^5)(216)

The Answer is 387072x^5

Explanations

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