Прямая, параллельная стороне AC{"color":"#202335","fontFamily":"stix","language":"ru"} треугольника ABC,{"color":"#202335","fontFamily":"stix","language":"ru"} пересекает стороны AB{"color":"#202335","fontFamily":"stix","language":"ru"} и BC{"color":"#202335","fontFamily":"stix","language":"ru"} в точках M{"color":"#202335","fontFamily":"stix","language":"ru"} и N{"color":"#202335","fontFamily":"stix","language":"ru"} соответственно, AC=44,{"color":"#202335","fontFamily":"stix","language":"ru"} MN=24.{"color":"#202335","fontFamily":"stix","language":"ru"} Площадь треугольника ABC{"color":"#202335","fontFamily":"stix","language":"ru"} равна 121.{"color":"#202335","fontFamily":"stix","language":"ru"} Найдите площадь треугольника MNB.{"color":"#202335","fontFamily":"stix","language":"ru"}
