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Published bySherman Barrett Modified over 9 years ago
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第四章 數學分析
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常用句型 Consider the case in which A is equal to B. As an example, consider the case in which A=B. Let us now consider the case in which A=B. We assume that A=B. Let A be equal to B.
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If A=B, then we have the following equation: [ 列 出方程式 ] Given that A=B, we obtain.. [ 列出方程式 ] This problem can be written as …[ 列出方程式 ] This problem can be expressed as …[ 列出方程式 ] This problem can be written as follows: [ 列出方 程式 ]
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Substituting A into Equation 2, we obtain…[ 列出方 程式 ] We will now integrate Equation 3 in order to derive the solution. A is inversely proportional to B, as shown below. The relationship between A and B is as follows:[ 列 出方程式 ] The relationship between A and B can be expressed as …[ 列出方程式 ]
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The solution is …[ 列出方程式 ] We can now derive the solution to Equation(3). We will now reduce Equation(3) to a simpler form. Given these assumptions, the system can be modeled as follows: [ 列出方程式 ] Under these conditions, the equation can be rewritten as shown below.
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