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[" What is the value of "^(8)C(0)-^(8)C(...

[" What is the value of "^(8)C_(0)-^(8)C_(1)+^(8)C_(2)-^(8)C_(3)+^(8)C_(4)-^(8)C_(5)+^(8)C_(6)-^(8)C_(7)+^(8)C_(8)?],[[" a) "2," b) "1," c) "0," d) "2^(8)]]

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8C_(4)+^(8)C_(3)=^(9)C_(4)

[(8 c_(1)+^(8)C_(3)+^(8)C_(5)+^(8)C_(7))]

.^(n) C_(2) + .^(7)C_(3) = .^(8) C_(3)

^8C_(2)+^(8)C_(3)+^(8)C_(4)+...+^(8)C_(7) is equal to

write the value of c_(1)^(8) + c_(2)^(8) +.....+ c_(8)^(8) .

Verify that 2 ""^(7)C_(4)=""^(8)C_(4) .

The value of (""^(7)C_(0)+""^(7)C_(1))+(""^(7)C_(1)+""^(7)C_(2))+.....+(""^(7)C_(6)+""^(7)C_(7)) is a) 2^(8)-1 b) 2^(8)+1 c) 2^(8) d) 2^(8)-2

Prove that .^(7)C_(2)+^(7)C_(3)=^(8)C_(3)