Write the value of `"^(10)C_0 `+ `"^(10)C_1`+`"^(10)C_2`+………+`"^(10)C_(10)`

The value of 10C_3 is:

Evaluate "^10C_4 .

The value of (.^(21)C_(1) - .^(10)C_(1)) + (.^(21)C_(2) - .^(10)C_(2)) + (.^(21)C_(3) - .^(10)C_(3)) + (.^(21)C_(4) - .^(10)C_(4)) + "…." + (.^(21)C_(10) - .^(10)C_(10)) is

Evaluate ""^(10)C_(1)+""^(10)C_(2)+ . . .+""^(10)C_(10)

The value of ""^(15)C_(11)div""^(15)C_(10) equals :

Evaluate the following : "^10C_4+ ^10C_5 .

The sum of series .^(20)C_0-^(20)C_1+^(20)C_2-^(20)C_3+....+^(20)C _10 is

Evaluate : ""^10C_1+""^10C_2+""^10C_3...... ""^10C_10 .

Evaluate the following : "^10C_8 .