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線性代數(長春工程學院)知到智慧樹期末考試答案題庫2025年長春工程學院已知行列式D的第二行元素分別為1,-2,1,且它們的代數余子式分別為2,5,-3,則行列式D等于(
)
答案:-11下列矩陣中不是初等矩陣的為()
答案:下列矩陣中不是初等矩陣的為()data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZUAAAAnCAYAAADHLtXxAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAAcnSURBVHhe7Z0/VhtPDMfl31kIBY8TOCfAaVLlCHYJTbqUdDR2iY9ARRP7BOEEvBTYd+G38lqxLOb/zhqMv5/3hHdGmlmNrF151oQMXhsIAAAAqMB/21cAAACgMygqAAAAqoGiAgAAoBooKgAAAKqBogIAAKAaKCoAAACqgaICAACgGigqAAAAqoGiAgAAoBooKgAAAKrRqagMBoPtUR1qz/de+NYRWl/JmBDvHcsu5+8aC7aLyami137KcQD90flvf3Fipk7hSmI9NmeuGpReVCk+u/pD68uZJ5XUsWyXS2zePvzOWU/Irotvx45d+ynHIsSpx6XL+g/++IsdFXlvtC8hsbYabvMbECP0JnV5A3msT1L0jKxLxPbZtvT5kLnt+URyyLX/fCxp8i92k6ZVl9h7eYpwrE89Lrz+0msvqai0Ce2WFL0L1onj2la3df8xYH2OtRmXTuuZkI5jaMXXb6UPxD/f+eTVB4+P2aSg42XFzZpmk1nzs4QuY0NwQRkRLbYxXBCNAoXFtVYrPjvQwrGokX+fAY5DSW4kFZVNQhvx9VuJoe30OC1JLCf0dVZ2WeuLSyQH8dH6HesXfDr2w6erjV17rG0Rnfhp7URXgsytj6XtQ/xwSREd8svFevaVBpPwvmM5GdF8OKWfV9uOq580Hc5p5BnnWqsVn10RnWLSFOKvu/fSLfV3ZqB/3uW3vzhhfInMunyaBL2d09PNXXESdr7APgi+2KbEVa9fjm3bh9XzcXtjaCU0VrA+yjg9t20fhu75tc+S7m4uaXEv1cLFkh7nRMMf3+hs20PN0bcfQ6L54we42XaNyRld/2nex9WUmhXRWHZjShbjZ3qpv/3zkpqnpwTHw16XMd6lqFhHO7+Z69/08MQHc3o84NXGfosI+thFTC+wXW5MQmNKkqMEPoeI+CLnFjkE+nxWsqmcX7wDocU9hUoKrV/ouXm5PN+VFObs/LL5Gb7Z2vWy+Ajpghzgmru6/0PX+8sHR0CnomITV6QEPTZ3ruXdA/1YLWjcHM9v+3i27YZvlr6beFdk3tQYuGJnRfQ+rJ2r7ULbSkxsXHS/thdkrGDbOehz+SSH4vxaTvbWKjJqdiDz0a7tfJq1+kube7aTJ/q72h56KF1rKn1fc8vZ4a5jUJdORUUnbm4Csy1fUHKsx9t2kPWMbulX84nmin5Om4300w3dHXC3UgO5uYhoOAa2z4WNma/tQ9uLne0TsYR0Lqw9r8+OTZ1L0PHLlSBd8uvqfm+tLIvmLmwf9QSfgn1Eer/mlvT4sD0ER8e7PP6qyfLuhi6/t1fl2fWvg+9WXNgblm1b9A2GpU9c82v/tJ+ufhGLy4YlpmO6+CTo+FlJ0fuoml/NzmVEi7Qi8uVi812DZf3CD8WGdPGlbefC69WxjK3fRVpM1K9CO7Zi62Ynonv1zm0wGFGzmQNHynEXFf7E9Kx+O4au6DtneMEnp11C725UJdiblW5LXy6l41Jx+Rjrs2idlpjOh8/e1Wfp+h7+o2t+2cdf7XOv/b5GnI+/zs5p8+2J88uTSzJftbxBz1+VxJisZ490sWrfo9XFbevLv4Uu6a7Ziei6uL97ax+rgSOleROzCQ2L6USvX2PiYzF222+kydJU2F4Ta1tc+tgYIXdsyrzWJtUXJtcfF9red+wjZJPqh7Xjtkv2Wb1Ox9Pm5470/Ho79g2LcVZOMpvzD/W8zXmG9txl8BoEfRwjLSbueKymw63t8HUqytX0tdmRvdolLaaRePYE+wd2lMSjKIKhE6XoSsfvsUnG8evby2t74enE7UjMJ6tPXkODyzY0PtcXxvb55uB+EcFn68Pax9qWkD7Vl9xztpgbYVZ+uW+iO3hMQT6aG257U3b55IfXLiK42kn0cc15ikpLLK71SY7FiVASj+wRsZOE9CkOpi6CPzENfRm8TdT9T3nlpKzJvqbC9i7xEdIxLr3ti83BsI1IKi7b1D6hVCeIjbZNGWdvYHn5Fb75cTHwzhVDzrWReEFp7XZi0X1y7LJz0cs1FygqwfP1SGo8Pjulccga5TtJanKmOBm3kU9FW3mzbx7vdBvJ+2Sn4fH61WL7d+eMi6CPBdsnbZetxqf3zeeD9dpG2qFxVidt35jcfiakY6xe2rFxLVIYSvIrXFQODfvlwtUv6wjTxzVn5nRKvacNufD5T5ku60/+K8X8RVvINKZnatkcko/iT8gP1jEhP8VGsLZaH5snNR45tkJoTImO+2O04/jvd/2mb/fX6l+wp9JlbP9IDEriCkAuyb/9FUu6lKSsZXNIPoo/IT9YF/NTbHy2IZ0mptfk2AqhMSU67o/JZye2zlOIATgcR//vVAAAAHwcOv8nXQAAAICAnQoAAIBqoKgAAACoBooKAACAaqCoAAAAqAaKCgAAgGqgqAAAAKgGigoAAIBqoKgAAACoBooKAACAShD9D+M+eDKBCe+tAAAAAElFTkSuQmCC
答案:對data:image/png;base64,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
答案:4data:image/png;base64,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
答案:對data:image/png;base64,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
答案:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF4AAAAeCAYAAACliqkCAAAAAX
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