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- Using Pow Function
- Python Exponent Calculation Using **
- Not The Answer You’re Looking For? Browse Other Questions Tagged Numerical
- Second Way Of Getting Exponent In Python: The Pow Function
- Python Language
This allows you to, predict the growth of the function for the following values along the X-axis, for example. To do this, we will use the standard set from Python, the numpy library, the mathematical method from the sсipy library, and the matplotlib charting library. For example, take data that describes the exponential increase in the spread of the virus. This data can be approximated fairly accurately by an exponential function, at least in pieces along the X-axis. You can approximate the input values using the approximation functions. The most commonly used approximation is linear, polynomial, and exponential.
With help from Career Karma, you can find a training program that meets your needs and will set you up for a long-term, well-paid career in tech. Let’s use our example from above to explain how the pow() method works. Say that we are creating a game to test sixth-graders on their knowledge powers in math.
Using Pow Function
B represents part of the imaginary part of the number like the 2 in 2j. Since there is no real part in this, 2j can also be written as 0 + 2j. @Matt That you’re calculating such high factorials looks like a recipe for disaster, but that’s all I can discern without values or an error. Note the above code doesn’t explicitly check new terms are very small; it checks the matrix being exponentiated is very small.
Hi, guys today we have got a very easy topic i.e exponential function in Numpy – Python. This function is used for calculating the exponent with the base ‘e’. In this article, we will discuss the five mentioned ways to calculate the exponent in Python. There is an example code snippet for each technique along with the output for better understanding. Python offers several distinct ways to calculate the exponent or power of a value. The pow() method calculates a certain number to the power of another number.
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Power() accepts the same arguments as the pow() functions, where the first argument is the base value and the 2nd argument is the exponent value. Another way to do exponent in Python is to use the function pow() designed to exponentiate values given the base and the exponent. The math module also has its own implementation of pow() for the same purpose. The exp() function in Python allows users to calculate the exponential value with the base set to e. In Mathematics, the exponential value of a number is equivalent to the number being multiplied by itself a particular set of times.
The Python numpy exp function calculates and returns the exponential value of each item in a given array. First, we declared a single-dimensional array, two dimensional and three-dimensional random arrays of different sizes.
Next, we used the Python numpy exp function on those arrays to calculate exponential values. The Python numpy module has exponential functions used to calculate the exponential and logarithmic values of a single, two, and three-dimensional arrays. And they are exp, exp2, expm1, log, log2, log10, and log1p. You can use Python numpy Exponential Functions, such as exp, exp2, and expm1, to find exponential values. The following four functions log, log2, log10, and log1p in Python numpy module calculates the logarithmic values. The Python numpy log function calculates the natural logarithmic value of each item in a given array. We declared 1D, 2D, and 3D random arrays of different sizes.
Python Exponent Calculation Using **
¶Calculate the exponential of all elements in the input array. We can use this equation to predict the response variable,y, based on the value of the predictor variable,x. The math that is imported math library must be imported for this function to be executed.
exponential function” loading=”lazy” width=”364″ height=”271″ class=’aligncenter’ style=’display: block;margin-left:auto;margin-right:auto;’ 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If you correctly approximate the available data, then it becomes possible to estimate and predict future values. Thus, a weather forecast, a preliminary estimate of oil prices, economic development, social processes in society, and so on can be made. Most processes in nature are described by exponential functions. Let’s consider what exactly is a function and its approximation. The Numpy module in Python has a function, i.e. power for the purpose of exponentiation. The module NumPy also has its own function power() for exponentiation.
Continue until the maximum absolute value of an entry in the summand is less than some $varepsilon$. Make $varepsilon$ an input to your function so that you can adjust it it your results don’t compare well with the result of calling expm. I’m allowed to test my result with the expm from scipy.linalg but I have to directly use the equation. If you are using the math package, there is pow() function available in it, which might be a preferable option for you – its default behaviour is to return floats. To learn more about the Python modulo operator, read our Python modulo operator guide. The mathematical concept of a function expresses an intuitive idea of how one value completely determines the value of another value.
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Calculating the power of a number is a common mathematical operation. For instance, if you’re creating a program that helps students in a sixth-grade math class revise powers, you would need a power function. In this case, the graph is divided into separate sections and you can try to approximate each section with its exponent. Or select another approximation function, for example, a polynomial.
Next, we declare exponent which is the exponent number to which we will raise the variable number. This is one of the optimization methods, more details can be found here.
- Next, we used the Python numpy log function on those arrays to calculate logarithmic values.
- There is an example code snippet for each technique along with the output for better understanding.
- Let’s solve the problem of approximating a data set using an exponent.
- To do so, we want to present a student with a math problem, then we want to ask them for the answer.
- The pow() method calculates a certain number to the power of another number.
In today’s world, the importance of conducting data science research is gaining momentum every day. This applies to so many aspects of the life of an individual, and of society as a whole. Accurate modeling of social, economic, and natural processes is vital. Please use ide.geeksforgeeks.org, generate link and share the link here.
When dealing with such large integers, you will need to use a custom function to compute the nth root of a number. The inverse of an exponentiation is exponentiation by the exponent’s reciprocal. So, if you can cube a number by putting it to the exponent of 3, you can find the cube root of a number by putting it to the exponent of 1/3. There are mainly two different ways to calculate exponent values. In this Python exponent tutorial, we will see how to perform exponent operation. Other words, how to multiply a number to itself by “n” times. Mathematics Stack Exchange is a question and answer site for people studying math at any level and professionals in related fields.
The number to be multiplied by itself is called the base and the number of times it is to be multiplied is the exponent. If the third argument is also specified, the stated base to the power of exponent is calculated. This is a more advanced function with specific use cases, so we’ll not discuss it in detail in this article. The difference is evident; the math’s pow() function allows only two arguments.
exponential function” loading=”lazy” width=”364″ height=”271″ class=’aligncenter’ style=’display: block;margin-left:auto;margin-right:auto;’ 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” 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Then, our code compares whether the user’s answer is the same as the one computed by the program. If the first two arguments are specified, the stated base to the power of the exponent is calculated. On the first line, we declare a variable called number which stores the number we want to raise to a mathematical power.
Let’s solve the problem of approximating a data set using an exponent. There is another difference between the two pow() functions. The math pow() function converts both its arguments to type float.