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命)ある自然数nが平方数の和(２乗和?)で表され、その型が
n = {x^2 + 1^2}
かつ4つの平方数の和
n = i^2 + q^2 + j^2 + k^2
で表せるのとき
x = sin(θ)^(-1) cos(θ)
と表すことができる(?)
PS
条件をもう１つ追加しました
「自然数nが4つの平方数の和で表せる」
です
PS(2)
変数は全て自然数
{n x i q j k a b c d } ∈ N
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