(2)[tex=4.571x1.357]bKCBBw27jHmi890edcBZxBxHQlHaOPM35QNHMUFBodA=[/tex]
(2)[tex=4.571x1.357]bKCBBw27jHmi890edcBZxBxHQlHaOPM35QNHMUFBodA=[/tex]
解不等式: [tex=4.571x1.357]kuoUtprnNjWxX42OeflG1A==[/tex]
解不等式: [tex=4.571x1.357]kuoUtprnNjWxX42OeflG1A==[/tex]
Ⅱ型呼吸衰竭病人( ) 未知类型:{'options': ['高流量面罩吸氧', '[tex=4.571x1.357]lwrnsC8HYW1T70GXpgce5w==[/tex]经乙醇湿化吸氧', '[tex=4.571x1.357]H+xtx9RCjVzbFKH7sTQw4Q==[/tex]鼻导管吸氧', '[tex=4.571x1.357]whMy+7W0Pa6B7My3EevrcQ==[/tex]持续鼻导管吸氧', '低流量间歇鼻导管吸氧'], 'type': 102}
Ⅱ型呼吸衰竭病人( ) 未知类型:{'options': ['高流量面罩吸氧', '[tex=4.571x1.357]lwrnsC8HYW1T70GXpgce5w==[/tex]经乙醇湿化吸氧', '[tex=4.571x1.357]H+xtx9RCjVzbFKH7sTQw4Q==[/tex]鼻导管吸氧', '[tex=4.571x1.357]whMy+7W0Pa6B7My3EevrcQ==[/tex]持续鼻导管吸氧', '低流量间歇鼻导管吸氧'], 'type': 102}
确定函数 [tex=4.571x1.357]3c4QIu0G3bDtUbj7X6ckN4SNiym1WBUS0LfTjtqbQxY=[/tex] 的单调区间.
确定函数 [tex=4.571x1.357]3c4QIu0G3bDtUbj7X6ckN4SNiym1WBUS0LfTjtqbQxY=[/tex] 的单调区间.
求下列微分方程的通解:[tex=4.571x1.357]rjzw0bBUODiY66l+Mq83xCMqpzDt84jQx0Z3l5qKPG0GYWV0+2U8uoUZ84XNVhWi[/tex]
求下列微分方程的通解:[tex=4.571x1.357]rjzw0bBUODiY66l+Mq83xCMqpzDt84jQx0Z3l5qKPG0GYWV0+2U8uoUZ84XNVhWi[/tex]
用重量法测定铁的含量时,其称量形式为 [tex=2.5x1.214]ILKMP7xeT2T/inC84LTLpjoYtuZ9G3c1It8/AgAicspCugZ3Xv3mvQ9QbvIlkkgW[/tex], 换算因数为 :( ) 。 未知类型:{'options': ['[tex=4.071x1.357]wf5hH4dp0thkb6nyd6XVworaHcxtZ+BKQSoWHhCeluBGbfpeKcJkusXLWWG1wdJf[/tex]', '[tex=4.571x1.357]lw+SzVeL6dMEClkb/x67qidtRLmH24BogmF5dYbEPteA+ZjkTvtT5y2en4gzZRe5S3EGObWOkpPGcKsEOtRUvg==[/tex]', '[tex=4.571x1.357]omGifr9pQj2Q2RUyeP8hJ6jtDtfv+O50pXXkittiJ2WNWsmplxo27zEa0Z2A2gYkZmpM2oJOPR2U91TMBDX+fA==[/tex]', '[tex=4.571x1.357]ILKMP7xeT2T/inC84LTLps3ymqvjfz/05mI2lY/MWkKQrKdlSl+KZjDAL5Yd0jZnxZYNx9ngKttIy2BJIaHbTg==[/tex]'], 'type': 102}
用重量法测定铁的含量时,其称量形式为 [tex=2.5x1.214]ILKMP7xeT2T/inC84LTLpjoYtuZ9G3c1It8/AgAicspCugZ3Xv3mvQ9QbvIlkkgW[/tex], 换算因数为 :( ) 。 未知类型:{'options': ['[tex=4.071x1.357]wf5hH4dp0thkb6nyd6XVworaHcxtZ+BKQSoWHhCeluBGbfpeKcJkusXLWWG1wdJf[/tex]', '[tex=4.571x1.357]lw+SzVeL6dMEClkb/x67qidtRLmH24BogmF5dYbEPteA+ZjkTvtT5y2en4gzZRe5S3EGObWOkpPGcKsEOtRUvg==[/tex]', '[tex=4.571x1.357]omGifr9pQj2Q2RUyeP8hJ6jtDtfv+O50pXXkittiJ2WNWsmplxo27zEa0Z2A2gYkZmpM2oJOPR2U91TMBDX+fA==[/tex]', '[tex=4.571x1.357]ILKMP7xeT2T/inC84LTLps3ymqvjfz/05mI2lY/MWkKQrKdlSl+KZjDAL5Yd0jZnxZYNx9ngKttIy2BJIaHbTg==[/tex]'], 'type': 102}
求下列函数的拉氏变换.[tex=4.571x1.357]07ctJQCzF31nIUxnJ7VRYQ==[/tex].
求下列函数的拉氏变换.[tex=4.571x1.357]07ctJQCzF31nIUxnJ7VRYQ==[/tex].
令[tex=0.786x1.0]Yn3GgEZev6SOu2r4v1WnCw==[/tex]、[tex=0.786x1.0]ri6gmnf1+J9dGqG5/1sV6A==[/tex]、和[tex=0.714x1.0]J/aA9EEo0KmJFnWWfX7LmQ==[/tex]为集合。证明[tex=4.571x1.357]jLlMI0EzFCfuQ2lgaNqJhQ==[/tex]不一定等于[tex=4.571x1.357]gn7sgz8D7Kr7zAfGjxy/Uw==[/tex]。
令[tex=0.786x1.0]Yn3GgEZev6SOu2r4v1WnCw==[/tex]、[tex=0.786x1.0]ri6gmnf1+J9dGqG5/1sV6A==[/tex]、和[tex=0.714x1.0]J/aA9EEo0KmJFnWWfX7LmQ==[/tex]为集合。证明[tex=4.571x1.357]jLlMI0EzFCfuQ2lgaNqJhQ==[/tex]不一定等于[tex=4.571x1.357]gn7sgz8D7Kr7zAfGjxy/Uw==[/tex]。
证明 [tex=3.857x1.5]Zx76vMlWldAmsWFk2498NXh0GBzr4Qbaqx/sy2IsikkR0SkEaI0jyKAnozHddxW3[/tex] 的充要条件是 [tex=4.571x1.357]c8f8pYOWcLRchWEduA0fr4EvfpJS+mDv8Qn2PbLsNOo=[/tex]
证明 [tex=3.857x1.5]Zx76vMlWldAmsWFk2498NXh0GBzr4Qbaqx/sy2IsikkR0SkEaI0jyKAnozHddxW3[/tex] 的充要条件是 [tex=4.571x1.357]c8f8pYOWcLRchWEduA0fr4EvfpJS+mDv8Qn2PbLsNOo=[/tex]
设[tex=4.0x1.357]O3tkJVk438BDe4BvQVRLkw==[/tex],构成集合[tex=4.571x1.357]Y6WiD/jABoG4kxUrmOZhWC/+N5xK1YPVMagpYyHAVwA=[/tex]
设[tex=4.0x1.357]O3tkJVk438BDe4BvQVRLkw==[/tex],构成集合[tex=4.571x1.357]Y6WiD/jABoG4kxUrmOZhWC/+N5xK1YPVMagpYyHAVwA=[/tex]