Triangles are closed figures joining with straight line segments .there are different types of triangles from which the Equilateral Triangle is a regular polygon figure that has three equal-length congruent sides (same measure). hence all three angles should also be equal (equiangular)....
A rational number is a number that can be expressed as the ratio of two integers, i.e. in the form of p/q, where p and q are integers and q is not equal to zero. Examples of rational numbers include -3/4,...
we have different types of triangles. Scalene Triangle is a geometric figure or irregular polygon which has three sides with each of different measures and an axis of symmetry. hence, their consequent angles will also be unequal or of different lengths....
Area and volume are both measurements used in mathematics and physics, but they are different in their meaning and application. The area is a measure of the amount of space occupied by a two-dimensional shape. It is typically measured in square...
In Geometry, An isosceles triangle is a polygon having three sides. it has a pair of equal and the remaining one of unequal length sides. according to the lengths of sides, the isosceles triangle considers a special case from 6 different...
A triangle is a flat geometric figure (polygon) that has three sides. in simple words, the area closed by three lines is known as a triangle. it also has three angles and three vertices. Basically, there are six types of triangles...
Trigonometry and geometry are both branches of mathematics that deal with different aspects of shapes and figures. Geometry word is derived from the Greek word ” Geo” which means “earth” and ” Metron” which means “Measurement” a mathematician Euclid made a...
Length and height are both measurements used in mathematics and physics, but they have different meanings and applications. Length is a measure of the distance along the longest dimension of an object. It is typically used to describe the size of...
The concept of limit usually shows the closeness. The two major operations in math derivatives and integral from calculus both depend on the theory of limits. Limit is a value that a variable quantity from which you can approaches as closely...
