直线[img=111x51]180319fc4dc136b.png[/img]与直线[img=134x51]180319fc553d87f.png[/img]的公垂线方程为( )
A: [img=167x51]180319fc614ea81.png[/img]
B: [img=175x51]180319fc6c1f78d.png[/img]
C: [img=151x51]180319fc768084b.png[/img]
D: [img=167x51]180319fc81a7598.png[/img]
A: [img=167x51]180319fc614ea81.png[/img]
B: [img=175x51]180319fc6c1f78d.png[/img]
C: [img=151x51]180319fc768084b.png[/img]
D: [img=167x51]180319fc81a7598.png[/img]
举一反三
- 设积分区域D是由直线y = x,y = 0,x =1围成，则[img=173x60]1803d360a797630.png[/img] A: [img=151x51]1803d360b1cdf24.png[/img] B: [img=151x51]1803d360bbfae34.png[/img] C: [img=151x51]1803d360c6457e5.png[/img] D: [img=151x53]1803d360d1e65df.png[/img]
- 令F(x):x是有理数,G(x):x是实数。将命题“所有的有理数都是实数,但有的有实数不是有理数”符号化为() 未知类型：{'options': ['17e0a83a4157352.jpgx(F(x)∧G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)[img=14x9]17e0a73094b5dcf.jpg[/img][img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)[img=14x9]17e0a73094b5dcf.jpg[/img]G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)∧[img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)∧G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)∧[img=10x11]17e0a839b915354.jpg[/img]F(x))', ' [img=8x14]17e0a83a4157352.jpg[/img]x(F(x)[img=14x9]17e0a73094b5dcf.jpg[/img]G(x))∧[img=8x14]17e0a83a35505d4.jpg[/img]x(G(x)[img=14x9]17e0a73094b5dcf.jpg[/img][img=10x11]17e0a839b915354.jpg[/img]F(x))'], 'type': 102}
- 设f(x)连续，且[img=175x51]1802fb22371b61b.png[/img]则f(x)等于 A: [img=68x26]1802fb223ee6324.png[/img] B: [img=82x21]1802fb224789f00.png[/img] C: [img=47x21]1802fb22502d18c.png[/img] D: [img=34x20]1802fb2258960e3.png[/img]
- X~N(1,1), 密度函数为[img=37x25]18038fe689205b5.png[/img], 分布函数为F(x), 则（ ） A: [img=198x25]18038fe690a03ee.png[/img] B: [img=101x25]18038fe69af96aa.png[/img] C: [img=67x25]18038fe6a3b8e5b.png[/img][img=118x25]18038fe6ab93d6f.png[/img] D: F(x)=F(-x)
- 由[img=35x25]1803d355c182eb9.png[/img]上连续曲线y = f(x)及直线x =a,x= b(a <b)与x轴所围图形面积S=( ) A: [img=83x52]1803d355cabd312.png[/img] B: [img=95x53]1803d355d361a34.png[/img] C: [img=91x52]1803d355dc59dde.png[/img] D: [img=149x45]1803d355e4a0041.png[/img]