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C(7,0) + C(7,1)] + [C(7,1)+ C(7,2)] + .....

`C(7,0) + C(7,1)] + [C(7,1)+ C(7,2)] + ....+[C(7,6) + C(7,7)]` किसके बराबर है?

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The value of [C(7,0)+C(7,1)]+[C(7,1)+C(7,2)]+...+[C(7,6)+C(7,7)]

C_(1) + C_(2) + C_(3) + ……….. C_(7) = 127

C_(0) + C_(2) + C_(4) + C_(6) +C_(8) = C_(1) + C_(3) + C_(5) + C_(7) = 128

7/(100) is equal to 7.1 (b) 7.01 (c) 0.7 (d) 0.07

If (n-1) C_6 + (n-1)C_7 > nC_6 then

Show that : C_1 + C_2 + C_3 + …. + C_7 = 127

7/(100) is equal to (a)7.1 (b) 7.01 (c) 0.7 (d) 0.07

1-:(-5)/7= (a) 2/7 (b) 5/7 (c) -2/7 (d) (-7)/5