`16C_0-16C_1+16C_2-...........+16C_8`

State whether the statements are true or false : ""^16C_0-""^16C_1+""^16C_2-...+""^16C_16=0

Evaluate the following : ""^16C_1+""^16C_3+""^16C_5+ ....... +""^16C_15 .

If "^16C_5 + "^16C_6 + "^17C_7 + "^18C_8 = "^19C_x , then x =

Evaluate the ""^16C_1 + ""^16C_3 +""^16C_5+…………..+""^16C_15

The value of ""^(16)C_(9)+""^(16)C_(10)-""^(16)C_(6)-""^(16)C_(7) is

"^14C_5 + "^14C_6 + "^15C_7 + "^16C_8 = "^17C_r , then r =

If for z as real or complex, (1+z^2+z^4)^8=C_0+C1z2+C2z4++C_(16)z^(32)t h e n (a) C_0-C_1+C_2-C_3++C_(16)=1 (b) C_0+C_3+C_6+C_9+C_(12)+C_(15)=3^7 (c) C_2+C_5+C_6+C_(11)+C_(14)=3^6 (d) C_1+C_4+C_7+C_(10)+C_(13)+C_(16)=3^7

If for z as real or complex,(1+z^(2)+z^(4))^(8)=C_(0)+C1z2+C2z4++C_(16)z^(32)then(a)C_(0)-C_(1)+C_(2)-C_(3)+C_(16)=1(b)C_(0)+C_(3)+C_(6)+C_(9)+C_(12)+C_(15)=3^(7)(c)C_(2)+C_(5)+C_(6)+C_(11)+C_(14)=3^(6)(d)C_(1)+C_(4)+C_(7)+C_(10)+C_(13)+C_(16)=3^(7)

If for z as real or complex, (1+z^2+z^4)^8=C_0+C1z2+C2z4++C_(16)z^(32)t h e n (a) C_0-C_1+C_2-C_3++C_(16)=1 (b) C_0+C_3+C_6+C_9+C_(12)+C_(15)=3^7 (c) C_2+C_5+C_6+C_(11)+C_(14)=3^6 (d) C_1+C_4+C_7+C_(10)+C_(13)+C_(16)=3^7

Find r if ^(16)C_4 + ^(16)C_5 + ^(17)C_6 + ^(18)C_7 = ^(19)C_r