Решите неравенство (log0,252(x+3)−log4(x2+6x+9)+1)⋅log4(x+2)⩽0\left(\log_{0{,}25}^{2}(x+3)-\log_{4}(x^{2}+6x+9)+1\right) \cdot \log_{4}(x+2) \leqslant 0(log0,252(x+3)−log4(x2+6x+9)+1)⋅log4(x+2)⩽0.▸Ответx∈(−2;−1]∪{1}x \in (-2; -1] \cup \{1\}x∈(−2;−1]∪{1}.