This will take you to a new webpage where your results will be shown. Therefore, perimeter, area of the equilateral trinagle is 84 cm, 339.4 cm².Our quizzes have been created using Google Forms.Īt the end of the quiz, you will get the chance to see your results by clicking 'See Score'. ˆ† ABC is an equilateral triangle with sides 28 cm, Find its perimeter and area? Solution: Sides of the triangle are AB = AC = 18 cm, BC = 12 cmĢ0. ˆ† ABC is isosceles with AB = AC = 18 cm, BC = 12 cm. The area of a right triangle is 156 sq units and one of its legs is 13 units, find the other leg? Solution:ġ9. Therefore, the quadrilateral area is 650 m².ġ8. Solution:Īrea of quadrilateral = ½ x diagonal (h1 + h2) The perpendicular distance of the other two vertices from the diagonal is 15 m and 10 m, find the area of the field. The length of one of the diagonals of a field in the form of a quadrilateral is 52 m. Find the side of the triangle whose corresponding altitude is 36 cm. The area of the triangle is equal to that of the square whose each side measures 30 cm. Find the length of the other side and perimeter. Find the area of a right-angled triangle whose hypotenuse is 13 cm and one of its sides containing the right angle is 12 cm.
ˆ´ Another side, the perimeter of the right-angled triangle is 17 cm, 40 cm.ġ5. The sides of the triangle are a = 8 cm, b = 15 cm Find the other side and perimeter of the right-angled triangle, whose sides are 8 cm, 15 cm? Solution: The sides of a triangle are a = 5 m, b = 4 mġ4. Find the area of a triangle, whose sides are 5 m, 4 m and angle is 120°. Find the area of an isosceles right-angled triangle of equal sides 15 cm each? Solution:ġ3. Let us take 15x, 14x as the triangle base and height.ġ2. The ratio of base and height of triangle = 15: 14 Find the height and base of the triangle? Solution: The base and height of a triangle are in the ratio 15: 14 and its area is 320 m². ˆ´ The area of an equilateral triangle is 52.39 cm².ġ1. Side of the equilateral triangle a = 11 cm Find the area of an equilateral triangle, the length of whose sides is 11 cm? Solution: Find the height of the triangle, whose base is 9 units, and the area is 144 sq units? Solution:ġ0. Find the base of the triangle, whose area is 120 m², altitude is 15 m? Solution:ĩ. So, three sides of the triangle are 30, 12, 36 Then, the three sides of a triangle are 5x, 2x, 6x. Let us take x as the side of the triangle. The ratio of three sides of the triangle = 5: 2: 6 The three sides of the triangle are in the ratio 5: 2: 6 and its perimeter is 78 units. ˆ´ The Triangle perimeter is 35 m, another side is 8 m, and the area is 47.81 m².ħ. The sides of the triangle are a = 12 m, b = 15 m Find the area, the perimeter of the triangle, whose sides are 12 m, 15 m, and the semiperimeter is 17.5 m. Sides of the triangle are a = 10 cm, b = 14 c, c = 18 cmĪrea of the triangle = ˆšĦ. Find its semi perimeter, perimeter, and area. The three sides of the triangle are 10 cm, 14 cm, 18 cm. (iii) Area = 2580 cm², Base = 12 cm Solution:ĥ. (iii) Area = 126 m², height = 8 m Solution:Ĥ. The area of the triangle formula is A = ½ x base x height (iii) base = 28 m, height = 7 m Solution:Īrea of the triangle formula is A = ½ x base x height Find the area of the triangle whose dimensions are: Semiperimeter of the triangle s = (a + b + c)/2Ģ. Sides of the triangle are a = 30 cm, b = 35 cm, c = 55 cm ˆ´ The perimeter and area of the triangle is 30 units, 30 sq units. Perimeter of the triangle formula is P = (a + b + c) Semiperimeter of the traingle is s = (a + b + c)/2 The sides of the given triangle are a = 5, b = 13, c = 12 ˆ´ The area, perimeter of the given triangle is 96 sq units, 48 units. Sides of the triangle are a = 12, b = 16, c = 20Īrea of the triangle formula is A = ˆš Find the Area, Perimeter of the following triangles: Here, we are offering a detailed solution for each and every problem for a better understanding of concepts.ġ. Get those formulas and step by step process to solve all questions. The Questions covered in the Area and Perimeter of Triangle Worksheet include various triangles area and perimeter. Make use of these worksheets and understand different formulas and ways of solving isosceles triangle, equilateral triangle, scalene, and right-angled triangle areas and perimeter. Students can assess their strengths and weaknesses by solving all questions from Triangle Area and Perimeter Worksheet. Use the Worksheet on Area and Perimeter of Triangle and kick start your preparation. Students looking for different problems on Perimeter and Area of the Triangle can get them in one place.
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