0771-39091830771-3909183

专项测验

小学测验-测试数学公式图片

  • 发布:奥纳斯
  • 时间:2024-03-10
  • 类型:数学技能测验
  • 访问:638次
  • 作答:0次
  • 限制:普通会员
  • 总题:2题
  • 单选:2题
  • 多选:0题

摘要:此试卷为测试专用,针对数学公式图片粘贴处理,使用数学公式URL

单选题(共2题)
1、

data:image/png;base64,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

A:

data:image/png;base64,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

B:

data:image/png;base64,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

C:

data:image/png;base64,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

D:

data:image/png;base64,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

E:

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAO4AAABBCAYAAADWpJgZAAAAAXNSR0IArs4c6QAAECxJREFUeF7tnQPQ9UoSht+7tm3btlHru7Zt27Zt2zZrjVrdVa1t25vn3+6qVG4wk0xyku/2VH11/vpPMuiZnu5+G2c/RQsKBAU2R4H9NjfjmHBQICigYNw4BEGBDVIgGHeDmxZTDgoE48YZCApskALBuBvctJhyUCAYN85AUGCDFAjG3eCmxZSDAsG4cQaCAhukQDDuBjfNpnxqSbeVdKLq7wWSTinpB5IuJun9kl633aXFzIcoEIw7RKH1fn9zSV+QdAtJR5Z0e0k/l3RdSVeXdGNJv13v9GNmUygQjDuFert791CSLizpR5KeK+mxkt4s7Quoua+kY0u6h6S/7m6KMfKcFAjGnZO68/d9SUkPlXT9StJ+U9JRJT1f0tvtc/4ZxAg7oUAw7k7IXmzQO0s6k6TbSfqzpHNVzPtkSbeUdExJn7T/LzZgdLQOCgTjrmMfxsziiBVzPl3SAZIeYx3cW9LRK1X5mZIuY5//HtN5vLNuCgTjrnt/+mZ3MkkvkXT/yt79oD2I3XttQ5dfa+rzdlcYM++kQDBuHI6gwAYpEIy7wU2LKQcFgnHjDKRS4DCS/mV/qe/4cweTxPt/yX0xnm+nQDBunIwhCnBGsJ0vVz34oJEo9SEkgYD/WNKrJP1naND4vp8CwbhxQoYoANPeuorCuqNFZg093/X94SU9WtLHJb1S0n/HdhTv/T/SJqUdTtLf9tBNOaT2cchuWvlHf2W+0T9IeoKk36UQq9AzFynUT7Ob70niL6WdVtIjJeFm+lrKCwPPENGFnxl31YcL9HeQ7WKIcfl+f0moOgSt75VbkgOEFMEP+svG7h/c4n8/JulL1cE9tPlJWfu97AKb+8CcRNJ3a4N8KIPZeNdbG/O/yOKYh9bA5fVEY7CXDz2c8T1JEHevwjVvZqpzxqtJj56gumSuabHbnF3iubfUkuY/xLioSWernPpPHQlKrJlgSJPrSXpEw247nqmFD5P0R1sAoYXEA3MgvrHQom4k6YU2FhLypCPHhZFh4BvaZ2pfJCtcyaKwSiYrcBE+vGKsX9uFOEeAyBWNcW9Qzf+nI+m2y9cG59/HuMc35z6AxM92uYqZxmbtHM7DSnpeTZsgTQ6phB1GAD/t/JLeWdlnl7IwwpmmdKBuYVwYmMY+PHjiwPT1QOuHNXa141pwByrtGzoeQmu5i6RTVJf7W4yOXHRciGgxT6vOTxdTEpr5DLtMvjJxTc3XPdECyQUgtrVEi6T5dzEu6iLZJUiXro0rTO+ddEdQ/uMNNOmTpDA40pmDT+rcUg1pSVQUn0hKUvVQm6c077NPgl/FTIk+iXV5c+9cSNIlDBOAhlxy0PQ6kr7TMVHUcBj7y6aOlzTB2kJBp9Br6XeT5t/FuGwq6sxdN6pq5BAbEIp8Vuy5tgNEsD62MBfYq3dg59ftXZj3ohn2bhcduIDoq+0ScKb6tp2BLqbCVqUPkOKPSnqK0YZL7lp2yaEOdzWeYx6l1Vk0gJdZ1hRZUltrSfPvYlyI6sxb8jZcIxFPX6HlD7BqEqDI9QYohzoIDWBsAhB20er2LswG887VyDYCiKS6xnsHBuHZV1QgE0n9n6gBeb83dbzPfs0ZJ2etaADPsmICXBxI/qNI+o1dLmN9yJyFW0k6nanfXFaYkwSVnM+Q9ybQmTNvfzZp/m2Mi83HIX19wsaNmVjfO+cxuxPUEffTEg3VBLUNe440OG/QBskBWIULY1dM6/NBZXaUuIS920VbUgKRghz47w9sQBNE4bJ/qWEj/7Akh1909IGWA7ZAHjGJEqVAKuxasAjOEJ9cQo+T9MUqeutRE8Y5sSTWi01OAgcXGxrY0aqyQaDu4CHwzNSWNP82xuWgohriu/v61Flkvo99RFL4kqACNACwAX18dm2+3HxnNVrAtOc00CXVB5q59MHH57B3m4Pi38Y+5TLjYDqq3jY5cBCS+PHxu5sM1P2qho9cubr0ntMTaeXvI3nZ8xLItQudk0vCndfm7hskdMcD1PRirZgI562h7dT+4rIiQAWtg0aIJ4j8qQYGQ5N7m6Sv2nPJ829jXAgJekktoz7Rz+bepGLwv1e32hkkvc8qL3ArgTiSF0ppFRaVKq2mMi72GSDSsarDgI0GOvpuA0ywUbvWg4Q5Te3mZzOQbiCvrA86UdPpHVX/3xq78wXeY06ewpfq1skZFnse1fczCVIQYI8idW+qzKoX2yAgypgWFK2D7p8eGBzpzgVxjUJCAqGD9ENTAE1mDm+dIGWb03fgCKlLDjSMlwLkpe5B8vzbGBfmuZM5yLFV2hoMch8DAYiogdnZRFTN9xjowcLOYepm6mGfwrgelYNdxkHissDtwMH6U5VwfjULqGhbD5fNZU3SH8EkLxKj3gA6SkmG1I1sew7tAFWZlhpMkToeFxbqH/TDXJq7QXdqZV3AJOTU8c5e2aCvsZxkot0AqW5j7kzOAHbulIa6zMXAHlBJ04NzsKUZC/X/8xMGSJ5/G+MCTF1wQF0lWZvJwqQ0fGbc1IA7oLQcfnyQwP0weKovbSzjcpFwURzS5k0ZFxpSH0JzM8J0TfDJacy4mAa5jMl42FIEquS2f9qcP5L5IioztJ3D3oUOgC5oLSWjpbqWODRerlaH5sQe8gmTgV3wbwJo3miaQHMu8ICr60TKIfVQs9EoOLdokg7Q0s9DjD5odCDA2OmcAbSNz9bU3sxt3fd48vzHMC7ExAYlmsrtEm4KVBJAgC63SspCxjIulw3gElKSm9Abm8eF8imzwwBM2hrjApDQT58LI2UNSzwzh4uIeWPXE0PMRZR7oYxZN+YJEhJbtI4v0FeuVkeIKExFw9TjnAJGkZGExucXeH2enH/sckBIbFRUbJeid7A47TpwRmwDzMr5RzgwR8ZCIODfzzELm/TC5k+e/xjGbdsgDjyqAijekAuhb4PHMK5XNuSTefykNgA3JFoB4X6Ueem7+bfEuKyjVEhknSa+j6VU1yFmdtUcNBagq97m0urqY3BBcWnApB+ofeF0WErzGKLTgb5vY9y6vZei4lLjl5vt3IkuBOxemAQEs9mOZIASLoI2fxs2NLHFAEbeXNqT5wm6WZeq3IyoMVeo/j43wLhDdn02cRd4wUMi8etOjahiumth3Dm1Ot8WAExcONi9XiXTv0s9NwtscfsQXeBUjr3nSBjhblPdOGMkLqoOTItzvK5uOQIIsoxPsg8hT7Hrd7ZJPQODMAMk9cUd58x7LYzbNudSWp33DRqMpJ9ybnJoW/TZNsZFfUGq4f6oq51dA3sAPpKtzjikzXlqXOqkxzCub2jTLmvat/hhuWRwnjcbbglu4Ka6NjTvXYBTPieY1uOXh+aZ+n0u4xJ8gDaDnYdbJzfE0FVlkGzyfrtarlY3tF7vD9u2qY2l4iJDY8z6fRvjus1IrHJTvXRjHgSXm4qMGaQsTvs64xAKRhgccawp6rYvcgzj+sVBHWEuCppn/gAWuH2LOoSDvLkm30QALA7QFhoqMgBV6dBHR3kJHiDjJ6VhqnBhQ+fcTB83c7j0+1Dskloda+KMczYAl8biIim0me2ZNsYF3cJPherbJKZH1pzZ3D7Ymhj2xPsS4MAGEv3ht29u1YQxjMsmMC7Odn5+gzVxoGFUQig5FARO3M1Q72aEzjEMkUba4g5Ye/PUvLH5uX3rS2Wkeh+eOdXnbusaM/WiKKnVMRd3E/7Q0OR6Ebu6fUtEEwElpCCWiOwqdra6kgwuXvmkSNsC7KkDQQyMygnaBlBE8DZSihxWmBWJRvQNTAzAlNvGMC5jnNCCRgjRROVFquLWwC9G2CIqP+hyPRbZ50aQBtUYHOLPnfOSz+O7RdqWyBBqmzeuDvACbL8+1dXfbQt7zKEH+AQAUT3PeW6tjvl5aCH/ruMyxzG/LC4hcBFCHLmQ0DC7XIk56y32bBfjIsWeZBPOVX+mTG4s444d07ULypusPe/YfbelEGTP8a3TzgP/kURNhL6Nxq5yvsuCHXL3AaYhoq2e0DC3VudzxBwgqgoNhjh1wMz7WRwyEhhNAr823g2iu1bV+ipgsDAc5ARVlMrcGFo8ESyUAcVmXuKGAxxBhcaxvipVqEEoTzAokUhP15hCoNHNhIncwH/OBwEumCPEJaOJoYXh1gOw6svw6ktomFOrc9KSpselcUYL0CBkFl8/di/uSqL+aKjJHok3dH4X+76PcVkAG0xgxRZsv1yisXGEY6JSr73iIAgyftqppWugEeo2+9oFbOHH57Lui+12WvMs0T6EuSKdkEyYTKiiMHPfgXfACRBsibjo3POx6uf7GJeJcws5qLNkyZa5iea5toyDTbfmYgGeDTQVQUZqg/ySoIDk7vL9AnpRbwu7rs988NpIMDjgH7Z3Dq4BtoCEA4cYyiKa+zxsrv8hxmVB+LXInCH7pwlUbW7BNmEqV3JACTwfWxFhibUjGZGQuUzrJVr5xE3HpxedY959++6xujyHCdG15x7gwic2MViIp0EO0YbxsW8JrURar9lMGVrLTr5PYdydTCwG3cewLm1LkiMlFRCvAuor8cJd4KSnuAFiYmpg61Iyhn9jv5KL3dW8iiTaDi68aJkUCMbNJNiCj3tN5dJDAkoNxTWnVGGs10ZCKoOFUFyQ3+0F2OkrRE64IWo7QTpdpW1Kr3tP9ReMu6e2s+hicM0RlIIqW/9VBR+E/0cNJ9CF3GJcKZRsIY0O32yXio0LiRRM7OjVuVmKUnDGzoJxZyTuxrvGNUTUEO4dbO3U8kN9y+a8EeyC2w/7OSccduPkLDv9YNyy9CzRG4kLXu6TyoT4FJfwabfN3X9hjxzrEtKRlE68FFN/+a8EnTfdRzDuOrfPI5iISCoJ3oAYAzhRf4l6Ykg+AKU+fysuQRJOAKEOmEAuEk+oX82vHi71+0sTprvuV4Nx17k/RHSR4IFk8oynEjMlGg5mJW2TaDjsVKKchgIgSN8j9RFgKyXVszlXapCRjOIVGEus5SDdRzDuOre/WZSsxCyJZkLaUZOLIuE0sqcomoCPN3ypJai8UB/BuAsROnMYmInUSWpbU2a0RCNrixxUIqc8SwrJzm/+IA1DfS1B5YX6CMZdiNAZw5BKxk+ekLGCO+bSVlkQYAcbsesX8IaGcPUb902dcVFf6/831E98vwIKBOOuYBMaU/DSKfg6SS+jmBm+T9wn/HIExQn4iQ2kJGBTX8OXikSlBnAw7vr2evSMgnFHk262F73aA0AQbhjqVZdIggjGnW3Llu84GHd5mg+NCHpLoT0q6JMAgRtmDJLbHCds3CHKb+j7YNx1bZYXriN0EIDqnvYzjoQTEpjv9abHqMperoXEBS+Kh3Sn0gWo8hZ+wWFdu7XD2QTj7pD4LUP7r+WRNQNoRCUQQCp+uIyC81ODMShHSsUHQC6kOUXgiTOmmn8JdXxd1NzDswnGXdfm8nOlRDKB8pJds7/9EeRPPjR5r1MaYBblZYiUQsKexcbr+x3cKePFuzNRIBh3JsJGt0GBOSkQjDsndaPvoMBMFAjGnYmw0W1QYE4K/A97I6hvHc6RdwAAAABJRU5ErkJggg==

F:

data:image/png;base64,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

2、

data:image/png;base64,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

A:

data:image/png;base64,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

B:

data:image/png;base64,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

C:

data:image/png;base64,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

剩余:0:0:0
加载剩余70%内容(仅对普通会员开放)
小学数学下载榜
初中数学下载榜
11.1 正数和负数导学案A
高中数学下载榜
友情链接:
亿力制衣厂 记账报税 广西电缆厂
  • 广西南宁奥纳斯教育信息咨询有限公司版权所有
  • Copyright ©2016-2024 All Rights Reserved.
  • 备案号:桂ICP备16006483号
  • 技术支持:立络科技
0771-3909183
  • 总题:20/30
  • 用时:00:00:00
  • 单选题:10/2
  • 多选题:10/0
  • 作答限制:普通会员
  • 您的级别:请登录... ×
保持一个好的心态最重要,不紧张、不焦虑,沉着冷静,细心规范答题。最后,祝各位同学都能取得理想的成绩!