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[Bug] 不支持数学公式 #2911
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Thank you for raising an issue. We will investigate into the matter and get back to you as soon as possible. |
请点击编辑,检查模型响应中,公式两侧是否有“$”符号 |
Please click Edit and check whether there are "$" symbols on both sides of the formula in the model response. |
`设长方形的宽为 ( x ) cm,长为 ( \frac{5}{3}x ) cm。 当宽增加变成正方形后,正方形的边长为 ( \frac{5}{3}x ) cm。 原长方形的面积为: 正方形的面积为: 根据题意,正方形的面积比原长方形的面积多30平方厘米: 将 (\frac{5}{3}x^2) 转换成分母为9的形式: 两边同时乘以9: 两边同时除以10: 取正的平方根: 所以,长方形的宽为 ( x = 3\sqrt{3} ) cm,长为 ( \frac{5}{3}x = 5\sqrt{3} ) cm。 总结: 点编辑数据如下 |
`Suppose the width of the rectangle is ( x ) cm and the length is ( \frac{5}{3}x ) cm. When the width increases and becomes a square, the side length of the square is ( \frac{5}{3}x ) cm. The area of the original rectangle is: The area of the square is: According to the meaning of the question, the area of the square is 30 square centimeters more than the area of the original rectangle: Convert (\frac{5}{3}x^2) to a form with a denominator of 9: Multiply both sides by 9: Divide both sides by 10: Take the positive square root: Therefore, the width of the rectangle is ( x = 3\sqrt{3} ) cm and the length is ( \frac{5}{3}x = 5\sqrt{3} ) cm. Summarize: Click to edit the data as follows |
某next点编辑数据如下,看起来是一样的,只是展示效果不一致 `这是一个代数问题,我们可以通过设置方程来求解。 设原来的长方形的宽为 (3x),长为 (5x),那么它的面积就是 (15x^2)。 当宽增加变成正方形后,长和宽都变为 (5x),新的面积就是 (25x^2)。 题目告诉我们面积增加了30平方厘米,所以我们可以建立一个方程: [25x^2 - 15x^2 = 30] 简化这个方程,我们得到: [10x^2 = 30] 解这个方程,我们得到: [x^2 = 3] 所以 (x = \sqrt{3})。 那么,长方形的宽就是 (3x = 3\sqrt{3}) 厘米,长就是 (5x = 5\sqrt{3}) 厘米。` |
The editing data at a certain next point is as follows. It looks the same, but the display effect is inconsistent. `This is an algebraic problem that we can solve by setting up equations. Assume that the width of the original rectangle is (3x) and the length is (5x), then its area is (15x^2). When the width increases and becomes a square, both the length and width become (5x), and the new area is (25x^2). The question tells us that the area has increased by 30 square centimeters, so we can establish an equation: [25x^2 - 15x^2 = 30] Simplifying this equation we get: [10x^2 = 30] Solving this equation, we get: [x^2 = 3] So (x = \sqrt{3}). Then, the width of the rectangle is (3x = 3\sqrt{3}) cm, and the length is (5x = 5\sqrt{3}) cm. ` |
同遇到该问题。 |
Encountered the same problem. |
This issue is closed, If you have any questions, you can comment and reply. |
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This issue is closed, If you have any questions, you can comment and reply. |
- fix lobehub/lobe-chat#2911 - fix lobehub/lobe-chat#2651 - fix lobehub/lobe-chat#2070 - fix lobehub/lobe-chat#2494 - fix lobehub/lobe-chat#1620 - fix lobehub/lobe-chat#1787 - fix lobehub/lobe-chat#2651 - fix lobehub/lobe-chat#2494 - fix lobehub/lobe-chat#1620 - fix lobehub/lobe-chat#1471 - fix lobehub/lobe-chat#1110 - fix lobehub/lobe-chat#676 - fix lobehub/lobe-chat#485 - fix lobehub/lobe-chat#144
📦 部署环境
Docker
📌 软件版本
1.0.6
💻 系统环境
Ubuntu
🌐 浏览器
Chrome
🐛 问题描述
图一是本项目的数学公式展示,图2是某next项目的数学公式显示,希望优化
📷 复现步骤
问一个数学题相关的问题,返回的数学公式支持不友好
🚦 期望结果
能够正确显示数学公式
📝 补充信息
No response
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