A:5
B:6
C:7
D:4
设湖岸MN为一直线,在岸边的A点的游客发现湖中C点处有人落水,此时C点离湖岸最近点为B点,BC距离为60米,AB距离为80米,游客从A点出发去营救落水者.已知人在岸上走的速度为v1=5m/s,在水中游泳的速度为v2=3m/s.此游客从A点到达C点最少用时为()
已知实数对x,y满足不等式组x+y-3≥0x≤2x-y+1≥0,二元函数z=x2+y2的最大值为( )
—He _______ to the library. I _______ him there five minutes ago.