12/7/2023 0 Comments Volume geometry formulasSECANT is a line passing through the circle The center (as the vertex) is called sector. Sector: An area bounded by the circumference (arc) at an angle at It is the longest chord ofĪrc: A part of circumference is the arc of the circle. The diameter is also referred as 2 * radius. Two points of the circle passing through the center. Signup Today to boost your GRE score by 7+ pointsĭiameter: The diameter of a circle is the line segment joining any It states that the sum of individual squares of base and height is equal to the square of hypotenuse of a right angled triangle. It is also called ‘Right Hypotenuse Theorem’. This theorem implies right angled triangles. In every triangle, longer side is opposite the larger angleĪnd smaller side opposite to the smaller angle. Triangles, the base should be extended in order to draw altitude.Īltitude is also called as height of the triangle.īh. In some cases like in the case of an Obtuse angled Triangle bisect the angle and the base too.įor a right angled triangle with right angle any side on theīase, altitude is measured as the length of the perpendicular. The altitude of an equilateral triangle and an isosceles The sum of all the 3 angles of a triangle => A + B + C = 180Īn altitude of a triangle is the line joining the base One of theĪngles = 90 degrees and the longest side is called ‘hypotenuse’ opposite to the right angle. If a triangle has one right angle, then it is said to be a Right Angled Triangle. If all the three sides are different, then it is a Scalene triangle.Consequently 2 angles subtended by the equal sides on the base are equal If 2 sides of a triangle are equal, then it is an Isosceles triangle.Transversal, there are three major angle relations When parallel lines are intersected by a.The shortest distance from a point to a line is.Two parallel lines have an equal slope.Perpendicular lines meet at right angles.Two angles are complimentary if their angle sum.Two angles are supplementary if their angle sum is 180 degrees.
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