Mastering Matrix Operations in JavaScript: A Simple Approach for Beginners
Mastering Matrix Operations in JavaScript: A Simple Approach for Beginners
In this article, we’ll explore how to perform basic matrix operations (addition and subtraction) using JavaScript. If you're a beginner looking to understand how to handle multidimensional arrays (also known as matrices) in JavaScript, this guide will walk you through the process with a practical example.
What Are Matrices in Programming?
A matrix is a two-dimensional array, often used in mathematical computations, where values are stored in rows and columns. Each element in the matrix is identified by a pair of indices: the row and the column number.
In JavaScript, a matrix is simply an array of arrays. Here's an example of a simple 3x3 matrix:
let matrix = [
[1, 2, 3],
[4, 5, 6],
[7, 8, 9]
];
Our Goal: Matrix Operations (Sum & Subtraction)
In this example, we'll create a small web app that takes two 3x3 matrices as input from the user, then adds or subtracts them based on the user's choice. The result will be displayed in a new matrix format.
Let’s break down how we can implement this functionality step by step.
HTML Structure: Building the User Interface
We'll need an input form for the user to enter values for two matrices. We'll also need buttons to trigger the addition or subtraction operation, as well as a result section to display the output.
Here's a simple layout:
<div class="main">
<form class="matrixInput" onsubmit="processMatrix(event); return false">
<div>
<label for="">Matrix 1</label>
<input name="m1" type="number" id="m100">
<input name="m1" type="number" id="m101">
<input name="m1" type="number" id="m102">
<input name="m1" type="number" id="m110">
<input name="m1" type="number" id="m111">
<input name="m1" type="number" id="m112">
<input name="m1" type="number" id="m120">
<input name="m1" type="number" id="m121">
<input name="m1" type="number" id="m122">
</div>
<div>
<label for="">Matrix 2</label>
<input name="m2" type="number" id="m200">
<input name="m2" type="number" id="m201">
<input name="m2" type="number" id="m202">
<input name="m2" type="number" id="m210">
<input name="m2" type="number" id="m211">
<input name="m2" type="number" id="m212">
<input name="m2" type="number" id="m220">
<input name="m2" type="number" id="m221">
<input name="m2" type="number" id="m222">
</div>
<div>
<button type="submit">Sum</button>
<button type="submit">Subtract</button>
</div>
</form>
<div class="result">
<label for="">Result</label>
<input name="mr" type="number" disabled id="r00">
<input name="mr" type="number" disabled id="r01">
<input name="mr" type="number" disabled id="r02">
<input name="mr" type="number" disabled id="r10">
<input name="mr" type="number" disabled id="r11">
<input name="mr" type="number" disabled id="r12">
<input name="mr" type="number" disabled id="r20">
<input name="mr" type="number" disabled id="r21">
<input name="mr" type="number" disabled id="r22">
</div>
</div>
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JavaScript: Performing Matrix Operations
Now that we have the HTML structure in place, let’s dive into the JavaScript. The goal is to add or subtract the values of two matrices.
Here’s the core of the JavaScript logic:
function processMatrix(e) {
for (let i = 0; i < 3; i++) {
for (let j = 0; j < 3; j++) {
if (e.submitter.innerText.toLowerCase() === "sum") {
document.querySelector(`#r${i}${j}`).value =
Number(document.querySelector(`#m1${i}${j}`).value) +
Number(document.querySelector(`#m2${i}${j}`).value);
} else {
document.querySelector(`#r${i}${j}`).value =
Number(document.querySelector(`#m1${i}${j}`).value) -
Number(document.querySelector(`#m2${i}${j}`).value);
}
}
}
}
In this snippet: We’re using e.submitter.innerText.toLowerCase() to check which button was pressed. If it’s the Sum button, we add corresponding values from both matrices; if it’s the Subtract button, we subtract them. We then use document.querySelector to target each cell in the result matrix and display the calculated value.
Key Takeaways:
Conclusion
Mastering matrix operations in JavaScript is a great way to enhance your understanding of arrays and loops. Whether you’re working with 3x3 matrices or larger datasets, this example can serve as a foundation for more complex mathematical applications.
Feel free to tweak the code to suit your needs, and don't hesitate to share any improvements you come up with in the comments. Happy coding! 😄
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