Use your ruler to find the perimeter and area of the triangle in English (customary) units and find the perimeter and area of the parallelogram in metric units. Give the formulas used to compute the perimeter and area along the with your result. The image shows a geometric figure resembling a parallelogram. There are three visible sides, and the interior includes a dashed line connecting two non-adjacent vertices, indicating a possible diagonal. There is a right angle symbol at the end of the dashed line, suggesting the dashed line could be a height or altitude dropped from the top vertex perpendicular to the base. This right angle implies an application of geometric principles like the Pythagorean theorem or trigonometric ratios. The diagram is simple, containing only points and lines with no additional labels or measurements. The image features a geometric diagram of a triangle. **Diagram Description:**- The triangle is not labeled but can be identified as having two sides forming a right angle. - There is a dotted line inside the triangle connecting one vertex to the opposite side, which indicates an altitude.- The altitude divides the triangle into two smaller right-angled triangles.- The right angle is marked with a small square at the intersection of the altitude and the opposite side.**Educational Context:**This diagram can be used to illustrate the concept of altitudes in triangles and how they are used to create right-angled triangles. It is useful in explaining the properties of triangles, calculating areas, or solving problems involving perpendicular lines and right angles.

we have to measure the dimension of given Figure With the help of Ruler to find the perimeter and area of the triangle and parallelogram in metric units.With the help of Ruler, we measured the dimensions of given Figure triangle and parallelogram, so, There dimensions are as follows, Now, Perimeter of parallelogram = 2a + bWhere,a, b are the sides of parallelogram,Perimeter of parallelogram = 23 cm + 5cm,Perimeter of parallelogram = 16 cmPerimeter of parallelogram = 0.16 m AnswerNow,Area of parallelogram = b×hWhere,b is Base of parallelogram,h = Height of parallelogram,Area of parallelogram = 5×2.7 cm2 = 13.5 cm2 Area of parallelogram = 0.00135 m2 AnswerPerimeter of Triangle = a+b+cWhere,a, b, c are the sides of TrianglePerimeter of Triangle = 5+5+6 cm,Perimeter of Triangle = 16 cmPerimeter of Triangle = 0.16 m AnswerNow,Area of Triangle = 12×b×hWhere,b is Base of Triangle,h = Height of Triangle,Area of Triangle = 12×5×4.7 cm2 = 11.75 cm2 Area of Triangle = 0.001175 m2 Answer

Answered: Use your ruler to find the perimeter…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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