Lines and planes in space

Conic sections or conics are used to analyze circles, ellipses, hyperbolas, and parabolas since they may be obtained by intersecting a plane with a right circular cone. These curves have a wide range of uses, and we’ve utilized them in a variety of studies. In terms of the following, all conics can be written: Ax2 […]

Triangle is a polygon that has three sides. We can construct it if we know its two angles, as we can find its third angle by using the property that the sum of all interior angles of a triangle is 180 degrees and if we know its sides. Types of Triangles Basically, triangles are of

Quadrilaterals belong to the polygon family of Geometric Shapes. In this article, we will see the Construction of Quadrilaterals. First, we will see the different types of quadrilaterals which will help us better to understand the construction of Quadrilaterals. Different Types of Quadrilaterals Square: – A Square is a closed two-dimensional Geometric Shape that consists

Here, we will be talking about the converse of Pythagoras’ Theorem first to have a better understanding of the concept and then will be talking about the converse Pythagoras’ theorem. Here we are already assuming that you all are familiar with the Pythagoras Theorem. But still, to revise, we will just define the Pythagoras theorem

Do you know what units are? Well, Units are those physical quantities which are used for measuring anything or we can say it tells us about the amount of any substance. Like, Metre is the unit for measuring length, kilogram measures weight, cubic metre tells us the amount of volume. We have different units, and

Every place on the planet has coordinates that allow us to quickly locate it on a world map. Our planet’s coordinate system is made up of imaginary lines known as latitudes and longitudes. The zero degrees of ‘Greenwich Longitude’ and zero degrees of ‘Equator Latitude’ are the beginning lines of this coordinate system.’ In the

Coordinate geometry, often known as analytic geometry, is a branch of mathematics that illustrates the relationship between geometry and algebra using graphs and the use of curves and lines. It gives geometrical aspects in Algebra, allowing difficult geometrical problems to be solved. It’s a type of geometry in which the coordinates of points on a

The centroid’s coordinates are just the average of the vertices’ coordinates. To obtain the orthocenter’s x coordinate, add the three vertex x coordinates together and divide by three. Carry on with the y coordinate. The triangle’s centroid is the point where all of the mass of a triangular plate appears to act. The names “center

A vertical line known as the y-axis as well as a horizontal line known as the x-axis intersect to produce a two-dimensional plane known as a coordinate plane. The origin is the point at which these perpendicular lines join each other at zero. A Coordinate Plane: What Is It? Two number lines combine to form

A coordinate system is a system through which one can specify the location of points in a plane or 3D (three-dimensional) space. To locate a point in 3D space, three numbers are required, i.e., an ordered triplet of real numbers, on three mutually perpendicular axes. The three axes progress to intersect at a point known