How children learn math trigonometry?

Posted by Math Classes Sydney on 04:49 AM, 03-Nov-15

Trigonometry is the branch of math that covenants with studying triangles. It is very easy to understand if approached in the accurate manner. High level children need to learn trigonometry. There are some steps that how children should learn mathematical trigonometry easily. These are discuss below:


  1. Brush upelementary mathematical skills: These include knowledge of algebra and algebraic operation as well as geometry. These includes:
  • Rehearsal algebraic manipulation: Algebraic manipulation is a very simple skill that is necessary to study any branch of Maths Tutor Sydney for children.
  • They need to learn to change the subject of any equation.
  • They need to learn to solve linear and quadratic equations as well.
  • Learn elementary geometry: Geometry is very thoroughly related to trigonometry and plays a dynamic part in solving trigonometric problems.
  • They need to learn the properties of a circle in geometry.
  • Children need to learn the properties of the interior and exterior angles of polygons that also including triangles.
  • They need to learn the three different types of triangles like isosceles, equilateral, and scalene.
  1. Start with right-angled triangles:teachers should teach right angle triangle studies because right angled triangles are easy to study and will give them a good grasp of basic trigonometry and the three trigonometric ratios as well. So, familiarize your children with the three trigonometric ratios, which is the base of trigonometry: These are:
  • The Sine of any angle: it is the ratio of the length of the side opposite it to the length of the hypotenuse.
  • The Cosine of any angle: it is the ratio of the length of the side adjacent to it to the length of the hypotenuse.
  • The Tangent of any angle: it is the ratio of the Sine of the angle to the Cosine of the angle. It is frequently also taken as the ratio of the opposite to the adjacent.
  1. Move on to left triangles: Because left triangles do not have a right angle, the three trigonometric ratios play a smaller role here. Relatively, there are two other rules that become very important: 1) The Sine Rule, 2) The Cosine Rule.
  2. Learn to measure angles in radians:children should need to learn the radians that are an alternate to degrees as a way of measuring angles. In 180 degree, there are pi, or approximately 3.142, radians. Therefore, radians are especially useful when it comes to examining the properties of a circle. These are also used in physics in the study of waves and simple harmonic motion.
  3. Learn opposite three trigonometric ratios: There are three more trigonometric ratios which is opposite to above ratios. These are:
  • Cosecant: It is the reciprocal of the sine, write 1/sin and commonly called 'cosec' or 'csc'.
  • Secant: It is the reciprocal of the cosine,write 1/cos and commonly called 'sec'.
  • Cotangent: It is the reciprocal of the tangent, write 1/tan and commonly called 'cot'.

Practice:children should practice to solving trigonometric equations. Trigonometric equations are equations that involve trigonometric functions. Therefore, trigonometric equations can usually be solved by operating the equation to contain only one trigonometric ratio.