Lines and planes in space

Mensuration is defined as the act of measuring something. The world we live in is three-dimensional. In both primary and high school mathematics, the concept of measuring is crucial. Furthermore, measuring has a direct impact on our daily life. We learn to measure objects in both 3D and 2D shapes as we learn to measure […]

X Add Your Registration Details For JEE Main 2024 Enter DOB Select CityAhmedabadAligarhBangaloreBhopalBhubaneswarBikanerChandigarhChennaiDehradunDelhiGorakhpurGwaliorHyderabadIndoreJaipurJammuKanpurKolhapurKolkataKotaLucknowLudhianaMeerutMuzaffarpurNagpurNashikNoidaPanchkulaPatnaPrayagrajPuneRaipurRanchiRohtakSikarSrinagarSuratTirupatiVaranasiVijayawadaVizagOther City I agree to Unacademy’s Terms & Privacy Policy Submit Predict Your JEE Main Rank Here Mensuration is a key idea in mathematics that investigates the measuring of various geometric shapes and figures. Mensuration formulas are useful in a variety of competitive

A line segment connecting a vertex of a triangle to the middle of the opposing side, bisecting that side, is known as the median of a triangle in geometry. There are three medians in every triangle, one from each vertex. The triangle’s centroid is where their medians cross. In this article, we’ll look at the

A rectangle is a quadrilateral with four right angles in Euclidean plane geometry. It is also known as an equiangular quadrilateral because all of its angles are equal; or a parallelogram with a right angle A square is a rectangle with 4 sides that are all the same length..  Rectangles are quadrilaterals with opposite sides

A parallelogram is a quadrilateral with opposite sides that are parallel and equal. The line of symmetry is the imaginary line formed as a result of folding a figure to obtain the symmetrical halves. Lines of symmetry in a parallelogram are those that divide a parallelogram into two halves, each of which is the mirror

In geometry, ancient mathematicians developed the idea of line or straight line to represent straight objects with limited breadth and depth. A line in the plane is commonly characterized as a group of points whose coordinates satisfy a certain linear equation; nevertheless, a line can be an independent object apart from a set of the

Lines and angles are the fundamental terms in geometry that lay the groundwork for the topic. A line is a series of closely spaced dots that indefinitely span two directions. It just has 1 D, which is the length. A line can be thought of as a horizontal mark made on a piece of paper.

Lines and angles are the fundamental terms in geometry that serve as the subject’s foundation. A line is defined as a row of closely spaced dots that extends in 2 directions indefinitely. It only has one dimension, and that is its length. A line can be represented by a horizontal mark drawn on a piece

Ancient mathematicians established the concept of line or straight line in geometry to depict straight objects (i.e., without curvature) with insignificant breadth and depth. Lines are a simplified representation of such things, which are frequently represented in terms of two points. Given the diversity of geometries in modern mathematics, the concept of a line is

In geometry, a linear pair of angles is a pair of adjacent angles formed when two lines intersect each other at a point. Adjacent angles are formed when two angles have a common vertex and a common arm but do not overlap each other. The linear pair of angles is always supplementary as it forms