a) Tìm \(n\in \mathbb{Z}\) sao cho \(\frac{6}{n+3}\in \mathbb{Z}\).
b) Chứng tỏ rằng \(\frac{3n+4}{n+1}\) là phân số tối giản.
A.\(n\in \left\{ -5;\,\,-4;\,\,-2;\,\,-1;\,\,0;\,\,3 \right\}\)
B.\(n\in \left\{ -8;\,\,-6;\,\,-5;\,\,-4;\,\,-3;\,\,-1;\,\,0;\,\,3 \right\}\)
C.\(n\in \left\{ -9;\,\,-6;\,\,-5;\,\,-4;\,\,-2;\,\,-1;\,\,0;\,\,3 \right\}\)
D.\(n\in \left\{ -9;\,\,-6;\,\,-5;\,\,-4;\,\,-2;\,\,-1;\,\,0;\,\,7 \right\}\)