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NCERT Solutions for Class 10 Maths Chapter 6 Triangles (Ex ) Exercise
Go Back To NCERT Solutions for Class 10th Science. Previous Post Next Post. Latest Updates.� ?????? ????? ?? ????. Precautions for Coronavirus. NCERT Solutions. NCERT Solutions. NCERT Solutions for Class 10 Maths. NCERT Solutions for Class 10 Science. NCERT Solutions for Class 10 English. NCERT Solutions for Class 9 Maths. NCERT Solutions for Class 9 Science. NCERT Solutions for Class 9 English. Find every information about NCERT, NCERT Solutions, Books, Syllabus, Important Questions, sample papers & more. Download free study material in PDF format.� Over the years, NCERT has created a high standard of education by providing students with all the necessary study materials and educational kits to provide a common standard and quality-driven formal education. All the CBSE schools across India and many other state boards follow NCERT prescribed textbooks for Class 1 to �������� ���������� TRIUMPH TH 10/10 D. � �������. ��������. %. ��������. ������������������, �?/���. � ������ ��������� ����������� ��� TH10/15/ RUB. � ������ ��������� ����������� ��� TH25/30/ RUB. � ������ ��������� ����������� ��� TH

As per the definition of triangle, any closed shape forms with three lines that make three angles to each other is known as the triangle. In all cases, the total for the angles in a triangle is degrees. The CBSE syllabus prescribes sums on triangle for the students of the 10th standard as they learn many applications and experiments on it. You can expect many sums to be present that are related to each type of triangle. Here are the types of the triangle and the notes about them:.

Right-Angled Triangle: In a triangle, if one of the angles is 90 degrees, you can call it a right-angled triangle. The other two anglers can both be of 45 degrees or might vary. Equilateral Triangle: If all sides of a particular triangle are equal, it is termed as the equilateral triangle. As per the theory mentioned above, you can only draw an equilateral triangle if all the angles are 60 degrees.

Acute-Angled Triangle: Acute angle triangles have a couple of angles that are less than 90 degrees. It might at times resemble an equilateral triangle but it is not. Obtuse-Angled Triangle: In an obtuse angle, one of the angles is greater than 90 degrees and the other two angles might vary randomly. In the case of the obtuse angle, the length of the hypotenuse can the greatest of all the line segments. Concurrency: Concurrency is a special type of numerical that you will come across while solving the problems of the exercise of the triangle.

These sums can carry a lot of marks if they come in the board examination and solving it with proper steps can fetch you marks. Triangle with the Parallel Line: There can be sums where a parallel line can intersect with the triangle and you will be asked to find the missing angle.

These sums can help you to increase your knowledge regarding the mensuration and you can take up civil engineering in the higher studies. Finding the Missing Angle: In Exercise 6.

Here are some basic tips to solve the sums on the triangle easily:. Learn the basic properties of triangle. Go through the question several times and try to understand the question. Note down everything that is already given in the sum. Take the right approach to solve the sum as you have practised before. Make sure writing all the steps of the sum while you are solving it.

Once you find the answer, you need to mark it properly on your paper. As the Ex 6. The most important thing that you will need to practise is drawing the triangle diagrams given in the book and label them properly. Once you are able to draw the triangle diagram correctly, it will be easier for you to derive the answer.


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