问题
填空题
已知圆M的极坐标方程ρ2-4
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答案
将原极坐标方程ρ2-4
ρcos(θ-2
)+6=0,化为:π 4
ρ2-4ρ(cosθ+sinθ)=0,
化成直角坐标方程为:x2+y2-4x-4y=0,
它表示圆心在(2,2),半径为
的圆,2
圆上的点到原点的最远距离是:2
+2
=32
.2
故填:3
.2
已知圆M的极坐标方程ρ2-4
|
将原极坐标方程ρ2-4
ρcos(θ-2
)+6=0,化为:π 4
ρ2-4ρ(cosθ+sinθ)=0,
化成直角坐标方程为:x2+y2-4x-4y=0,
它表示圆心在(2,2),半径为
的圆,2
圆上的点到原点的最远距离是:2
+2
=32
.2
故填:3
.2
完形填空。 Hello, my name is Sally. I 1 new here. I 2 reading. I often (经常) read books in 3 evening. I like dancing 4 I can dance very well. 5 you like dancing? I like singing, too. 6 favourite singer (歌手) is Jay Chou. I like running, too. It is my favourite 7 . I can swim and 8 football, but I can't play basketball. I often put my football 9 the bed. I can 10 English, but I can't speak Chinese. That's me. Thank you. | ||||
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