Triangle
1. Side opposite to 30° angle = ½ X Hypotenuse
2. Side opposite to 60° angle = √3/2 X Hypotenuse
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→Sum of 3 angles in triangle is always equal to 180°
1. Area of triangle
= Area = ½ X Base X Height
1. Area of triangle
= Area = ½ X Base X Height
right angle triangle |
Right angled triangle
→In this type of triangle one of the angle is 90°
1. Area of right angled triangle = ½ X Base X Perpendicular
2. (Hypotenuse)2 = (Perpendicular) 2 + (Base) 2
→In this type of triangle one of the angle is 90°
1. Area of right angled triangle = ½ X Base X Perpendicular
2. (Hypotenuse)2 = (Perpendicular) 2 + (Base) 2
30°, 60°, 90° Triangle
1. Side opposite to 30° angle = ½ X Hypotenuse
2. Side opposite to 60° angle = √3/2 X Hypotenuse
isosceles triangle |
Isosceles Triangle
→ A triangle in which opposite sides have equal lengths is called Isosceles triangle
1. Area of Isosceles Triangle =
Where a= length of opposite sides and c = length of remaining side
→ A triangle in which opposite sides have equal lengths is called Isosceles triangle
1. Area of Isosceles Triangle =
Where a= length of opposite sides and c = length of remaining side
Isosceles right triangle
1. Area of isosceles right triangle = ½ X a2
2. Perimeter = √2 X a X (√2 + 1)
Hypotenuse isosceles right triangle = √2 X congruent side
1. Area of isosceles right triangle = ½ X a2
2. Perimeter = √2 X a X (√2 + 1)
Hypotenuse isosceles right triangle = √2 X congruent side
equilateral triangle |
Equilateral triangle
→In this all 3 sides are of equal length and all 3 angles are 60° each
→In this all 3 sides are of equal length and all 3 angles are 60° each
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