We come across various shapes in our daily life. Shapes are an integral part of our lives. All the shapes have a definite shape and also exhibit unique properties. Students are taught about various shapes that are crucial for them to comprehend. A few of the most important shapes that are being taught to all of us are square and rectangle. In this article, we will be discussing a few of the critical concepts related to square. The perimeter of square and its area will be discussed in detail in the article.
Square: It is one of the most common shapes that is being observed by all of us. It is a two-dimensional shape, therefore we can easily find its perimeter as well as its area. This shape consists of four sides, and all of them are joined at an angle of ninety degrees to each other. Let us discuss how to calculate the area and perimeter of a square.
The perimeter of a square: Let us first understand what exactly we mean by the perimeter. The distance surrounding a two-dimensional form is called its perimeter. Wrapping a string around a triangle is a good example. The perimeter of the triangle would equal the length of this string. You walk the length of a park’s perimeter, or you walk the length of the park’s perimeter. Now let us see how to calculate the perimeter of a square.
The perimeter of a square is simply calculated by using the formula P=4l. In the given formula l is nothing but the length of the square, and P is the perimeter. Thus, one can conclude from the form that one just needs to have the value of length, then one can easily calculate the perimeter of a square. Every student should learn this formula as it is often used to solve problems if square.
Area of a square: The area of a two-dimensional figure indicates how much surface it covers. The area is measured in fixed-size square units. Square inches, square centimetres, and square miles are examples of square units of measurement. Now let us look at the formula used to calculate the area of a square.
Square area is the space occupied by it in a two-dimensional frame. Its area can be calculated by using the formula A=l2. In the above formula, l is the length of the square, and A is the area. One can simply put the value of length in the above-mentioned formula and calculate its area. Let us take an example for a better understanding. Let the length of the given square be 5. Now to calculate its area, we will use the formula mentioned above. Thus, using the formula we get the area of the square equal to 25. It is very easy to calculate the area of a square by using the above formula. It is known by every individual, as they are extensively used.
In the above article, we have discussed in detail both, the perimeter of a square as well as the area of a square. It is crucial for students to study such math concepts and master them. These are the concepts that will lay a strong foundation for higher studies. If a student faces any kind of difficulty in understanding such a concept, then they should take assistance from online platforms. One of the best platforms that are available currently to provide students with quality education, and that is also free of cost is none other than Cuemath. Every student should learn and understand math concepts from Cuemath.