u=a-2b+2c,v=-a+3b-c,2u-3v=5a-11b+7c
u=a-2b+2c,v=-a+3b-c,2u-3v=5a-11b+7c
设u=a-b+2c,v=-a+3b-c。用a,b,c表示2u-3v为________。
设u=a-b+2c,v=-a+3b-c。用a,b,c表示2u-3v为________。
实验命令“fsurf(@(u,v)2*u*sin(v),@(u,v)3*u*cos(v),@(u,v)u^2,[0,5,0,2*pi]), hold on, fsurf(@(u,v)0,3*u*cos(v),@(u,v)u^2,[0,5,0,2*pi])”的结果是【 】
实验命令“fsurf(@(u,v)2*u*sin(v),@(u,v)3*u*cos(v),@(u,v)u^2,[0,5,0,2*pi]), hold on, fsurf(@(u,v)0,3*u*cos(v),@(u,v)u^2,[0,5,0,2*pi])”的结果是【 】
实验命令“surf(@(u,v)2*u.*sin(v),@(u,v)3*u.*cos(v),@(u,v)u.^2,[0,5,0,2*pi])”表示【 】
实验命令“surf(@(u,v)2*u.*sin(v),@(u,v)3*u.*cos(v),@(u,v)u.^2,[0,5,0,2*pi])”表示【 】
1.u =a-b+2c,v=-a+3b-c,2u-3v=______________.
1.u =a-b+2c,v=-a+3b-c,2u-3v=______________.
设a,b,c为已知向量,向量u=a-b+2c;v=-a+3b-c;则向量2u-3v=________ A: 5a+11b+7c B: 5a-11b+7c
设a,b,c为已知向量,向量u=a-b+2c;v=-a+3b-c;则向量2u-3v=________ A: 5a+11b+7c B: 5a-11b+7c
$u$, $v\in E^3$, $u=(0,-1,1),v=(1,-1,-1)$. What is $||u \times v||^2$:<br/>______
$u$, $v\in E^3$, $u=(0,-1,1),v=(1,-1,-1)$. What is $||u \times v||^2$:<br/>______
设\(z =xlny\),\(x =u^2+v^2\),\(y =u^2-v^2\),则\( { { \partial z} \over {\partial v}} = \)( )。 A: \(2v\left[ {\ln ({u^2} +{v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) B: \(2v\left[ {\ln ({u^2} - {v^2})+ \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) C: \(2u\left[ {\ln ({u^2} - {v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) D: \(2v\left[ {\ln ({u^2} - {v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\)
设\(z =xlny\),\(x =u^2+v^2\),\(y =u^2-v^2\),则\( { { \partial z} \over {\partial v}} = \)( )。 A: \(2v\left[ {\ln ({u^2} +{v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) B: \(2v\left[ {\ln ({u^2} - {v^2})+ \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) C: \(2u\left[ {\ln ({u^2} - {v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\) D: \(2v\left[ {\ln ({u^2} - {v^2}) - \left( { { { { u^2} + {v^2}} \over { { u^2} - {v^2}}}} \right)} \right]\)
三个交流电压的解析式分别为 u 1 = 20sin(100 t + π / 6)V , u 2 = 30sin(100 t + 90 ° )V , u 3 = 50sin(100 t + 2 π / 3)V 。下列答案中正确的是 ( )
三个交流电压的解析式分别为 u 1 = 20sin(100 t + π / 6)V , u 2 = 30sin(100 t + 90 ° )V , u 3 = 50sin(100 t + 2 π / 3)V 。下列答案中正确的是 ( )
函数 $y=\cos^3(2x+1)$ 的复合过程为 ( ). A: $y=\cos u, u=v^3, v=2x+1$ B: $y=u^3, u=\cos v, v=2x+1$
函数 $y=\cos^3(2x+1)$ 的复合过程为 ( ). A: $y=\cos u, u=v^3, v=2x+1$ B: $y=u^3, u=\cos v, v=2x+1$