If $T_{0}, T_{1}, T_{2},, T_{n}$ represent the terms in the expansion of $(x + a)^{n},$ then find the value of $(T_{0} - T_{2} + T_{4} -)^{2} + (T_{1} - T_{3} + T_{5} -)^{2} n \in N ˙$

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T_{0}, T_{1}, T_{2},, T_{n}

represent the terms in the expansion of

(x + a)^{n},

then find the value of

(T_{0} - T_{2} + T_{4} -)^{2} + (T_{1} - T_{3} + T_{5} -)^{2} n \in N ˙

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Question Text

T_{0}, T_{1}, T_{2},, T_{n}

represent the terms in the expansion of

(x + a)^{n},

then find the value of

(T_{0} - T_{2} + T_{4} -)^{2} + (T_{1} - T_{3} + T_{5} -)^{2} n \in N ˙

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