Level:
Project ID:
1003138301
Accepted:
1
Clonable:
0
Easy:
0
Choose the resulting form of the given inequality after multiplying both sides by \( x^2-16 \), where \( x\in(4;\infty) \).
\[ \frac1{x^2-16}-\frac x{4-x} < \frac{3+x}{x+4} \]
\( 1+x(x+4) < (3+x)(x-4) \)
\( 1-x(x+4) < (3+x)(x-4) \)
\( 1+x(x+4) > (3+x)(x-4) \)
\( 1-x(x-4) > (3+x)(x+4) \)