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Sum of all the exterior angles of any regular polygon is equal to Each exterior angle of an n sided regular polygon is degrees.
The sum of all the interior angles of n sided polygon is n — 2 Triangles and Their Properties On the basis of sides, triangles are classified into three categories a Scalene: Having all sides unequal. On the basis of angles, triangles are divided into three categories: a Obtuse angled triangle: Largest angle greater than Properties of a Triangle: 1.
Sum of the all the three angles is o.
An exterior angle is equal to the sum of the interior opposite angles. The sum of any two sides is always greater than the length of the third side.
The difference between any two sides is always less than that of the third side. The side opposite to the greatest angle is the greatest side and the side opposite to the smallest angle is the shortest side. Points inside or outside a triangle with their properties: Centroid: The point of intersection of the medians of a triangle A 1. The centroid divides each median from the vertex in the ratio 2 : 1.
Apollonius theorem gives the length of the median. Median always divides a triangle into two equal portions.
Page : 2 Circumcentre: The point of intersection of perpendicular bisectors of the sides of a triangle. Dependent system has infinitely many solutions a b c Condition: Independent system: Only one unique solution Condition: Forming Equation from roots: What is the value of y?
If the sum of two quantities is constant, then the product will be maximum, if both are equal. If the product is constant, then the sum will be minimum, if both are equal.
Finding the inverse of a given function. Since the variable is in the denominator, this is a rational function. Here's the algebra: Represent x in terms of y in the equation.
Replace the x's and y's with each other. If f and g are two functions defined from set A in to set B, then 1. Integer -1 Flag for inappropriate content.
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Search inside document. If the graph of given equation cuts x-axis n times then it will have n real roots.
Related Searches Quantitative aptitude. Aditya Kumar. Abhishek Jain. Sourav Sinha. Jayendra N Kadam. Trilok Kumar Jain. Rohit Sharma.