• 2021-04-14
    中国大学MOOC: 如下线性时变系统http://edu-image.nosdn.127.net/22B4774E8E7025201B3FCF6F98776402.png?imageView&thumbnail=890x0&quality=100的解,可以表示为http://edu-image.nosdn.127.net/3AD6265C8D364A21E4EA88C5BCB8DBDD.png?imageView&thumbnail=890x0&quality=100形式的系统矩阵为()
  • http://edu-image.nosdn.127.net/0AF899D73EC24522CD1D4305611A3863.png?imageView&thumbnail=890x0&quality=100
    http://edu-image.nosdn.127.net/0485A2576E0EB16A42B5ABFA31CC6BEF.png?imageView&thumbnail=890x0&quality=100 http://edu-image.nosdn.127.net/DAE3910B8A873BF79CD1946C046D323A.png?imageView&thumbnail=890x0&quality=100

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    • 0

      中国大学MOOC: http://edu-image.nosdn.127.net/8E989C885179CAD3E88F4ED14999CEF9.jpg?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/270D935AC13F8AC30775CB323882970C.jpg?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/E8F4932FC8C534FE91D7CCBE9744E7AD.jpg?imageView&thumbnail=890x0&quality=100

    • 1

      中国大学MOOC: http://edu-image.nosdn.127.net/8E989C885179CAD3E88F4ED14999CEF9.jpg?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/270D935AC13F8AC30775CB323882970C.jpg?imageView&thumbnail=890x0&quality=100

    • 2

      中国大学MOOC: http://edu-image.nosdn.127.net/7D51EA94B193D097167CC61B91F23395.png?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/46BE8EC842C20D2566C34496757F7637.png?imageView&thumbnail=890x0&quality=100

    • 3

      中国大学MOOC:"下图所示工具为( )。http://edu-image.nosdn.127.net/D6BFA044A165F7787DDF229A39C5C236.jpg?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/2F463E8BC7003C7A6DE10AD41DB2F19E.jpg?imageView&thumbnail=890x0&quality=100http://edu-image.nosdn.127.net/A703FA1F4FAFAE1A1224262AF1D87971.jpg?imageView&thumbnail=890x0&quality=100";

    • 4

      中国大学MOOC: 线性定常系统的状态转移矩阵为http://edu-image.nosdn.127.net/6B3901334595C1432FD793AD84C7A4B7.png?imageView&thumbnail=890x0&quality=100,其逆为()