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How to Get Sympy to Simplify (B*X)^A*(C*X)^-A Into (B/C)^A?

a minute read

To get sympy to simplify the expression (bx)^a(cx)^-a into (b/c)^a, you need to import the sympy library and use the simplify function. First, define the variables b, c, x, and a using the symbols method. Then, create the expression (bx)a * (c*x)-a using these variables. Finally, call the simplify function on the expression to simplify it into the desired form, (b/c)**a. This will allow sympy to simplify the expression and provide you with the simplified result.


What is the simplified form of (c*b)^-a in sympy?

The simplified form of (cb)^-a in sympy is 1/(cb)^a.


What is the result of (b*x)^a in sympy?

The result of (bx)^a in sympy is (bx)^a. This expression cannot be simplified any further without knowing the specific values of the variables a, b, and x.


How to simplify equations in sympy?

There are several methods you can use to simplify equations in sympy:

  1. Using the simplify() function: The sympy library provides a simplify() function that can be used to simplify expressions. You can pass your equation to this function and it will simplify it as much as possible.
  2. Using the simplify() method of the equation object: If you have an equation object created using sympy, you can use the simplify() method of that object to simplify the equation.
  3. Using specific simplification functions: sympy provides several specific simplification functions that you can use depending on the type of simplification you want to perform. Some of these functions include simplify_rational(), simplify_trig(), simplify_exp(), and simplify_log().


Here's an example of how you can simplify an equation using the simplify() function:

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from sympy import simplify, symbols

x, y = symbols('x y')
equation = x**2 + 2*x*y + y**2

simplified_equation = simplify(equation)
print(simplified_equation)


This will output the simplified version of the equation.

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