Решите неравенство: 3*(4x-1)>=-5*(5+2x).

\[3 \cdot (4x - 1) \geq - 5 \cdot (5 + 2x)\]

\[12x - 3 \geq - 25 - 10x\]

\[12x + 10x \geq - 25 + 3\]

\[22x \geq - 22\]

\[x \geq - 1\]

\[\lbrack - 1; + \infty)\text{.\ }\]