Trigonometry

⁄The point of tangency is the point of intersection of the circle and its tangent. The tangent is parallel to the circle’s radius, with which it intersects. Any curved form can be termed a tangent. Because tangent is a line, it has its own equation. A tangent of a circle is the line that intersects […]

As we know that an angle is the coming together of two rays at one common point. The two rays are known as the arms and the common point is known as the vertex. Here, in this article, we will discuss the different types of angles and the step-by-step procedure to construct any angle. The

In Euclidian Geometry, an angle is a shape formed by two rays which are also known as arms at their common point known as a vertex. We draw angles with the help of a protractor, but we can also construct angles without using protractors but with a compass and ruler. Types of Angles- Acute Angle:

To know about their conversion, firstly it is important to know what are decimals and what are fractions? Conversion of decimal to fraction and also vice-versa is the most used method in algebra, arithmetic or we can say whole parts of Mathematics. Decimals- The decimal word has been derived from the Latin word “Decima” which

Introduction The cosine function (cos) is a mathematical function that connects a triangle’s interior angle to the length of its sides. The cosine function is one of the three basic trigonometric functions, along with the sine and tangent functions. The cosine of an angle in a right triangle is equal to the ratio of the

The trigonometric function ‘Cosine’ is abbreviated as Cos. The ratio of the length of a right-angle triangle’s base to its hypotenuse is known as cosine (the longest and slant side). Where x is the angle between the two sides, cos (x) = basehypotenuse=bh For cos 300 There are three basic values. As previously mentioned, the

In mathematics, the meaning of cos is all about the cosine function, which is the concept of trigonometry. The cosine function is one of the important functions which includes the sine function and tangent function also. Hence, the cosine function is a very important function in trigonometry. On the basis of these functions, we can

The symbol (°) is used to represent it. The angle measure for a complete rotation is 360°. The angle measuring 360° denotes a complete revolution, and the protractor is the equipment used to measure angles in degrees. In geometry, a radian is another unit for measuring an angle.  One radian is the angle generated at

INTRODUCTION The method of finding the derivatives of any specific trigonometric function is known as the differentiation of trigonometric functions. In other words, the differentiation of trigonometric functions is finding the rate of change of the function with the variable. Differentiation of trigonometric functions is a mathematical procedure for deciding the rate of change of

The differentiation of trigonometric functions is the term used to describe the process of determining the derivatives of trigonometric functions. Or, to put it another way, calculating the rate of change of a trigonometric function with respect to a variable is what differentiation of trigonometric functions is all about. The differentiation formulas for the six