2 mũ 50 bằng bao nhiêu

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2+ $2^{2}$ +$2^{3}$+...+$2^{50}$ 

Đặt A=2+ $2^{2}$ +$2^{3}$+...+$2^{50}$

2A=2.(2+ $2^{2}$ +$2^{3}$+...+$2^{50}$)

2A=$2^{2}$ +$2^{3}$+$2^{4}$ +...+$2^{51}$

2A-A=($2^{2}$ +$2^{3}$+$2^{4}$ +...+$2^{51}$)-(2+ $2^{2}$ +$2^{3}$+...+$2^{50}$)

A=$2^{51}$-2

    Vậy $2^{51}$-2 là kết quả cần tìm