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Name: Period: Date: Parallelograms Investigation 1. In Dropbox open the Parallelograms Properties Investigation using Sketchpad. 2. Use the tabs at the bottom of the sketch to navigate through each
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How to fill out parallelograms investigation - ms

How to fill out parallelograms investigation - ms:
01
Begin by drawing a parallelogram on a sheet of graph paper using a straightedge and a pencil.
02
Label the vertices of the parallelogram as A, B, C, and D, starting from any vertex and moving clockwise.
03
Measure the length of each side of the parallelogram using a ruler. Write down the measurements next to the corresponding side labels.
04
Next, measure the diagonal distances within the parallelogram. Measure the distance between vertices A and C, as well as between vertices B and D. Write down these measurements.
05
Calculate the area of the parallelogram using the formula: Area = base × height. Choose any side of the parallelogram as the base and measure the perpendicular height from that base to the opposite side. Multiply the base length by the height and write down the calculated area.
06
Determine the perimeter of the parallelogram by adding the lengths of all four sides. Write down the calculated perimeter.
07
Finally, analyze the angles of the parallelogram. Measure each angle with a protractor and write down the measurements next to the corresponding vertex labels.
Who needs parallelograms investigation - ms:
01
Students studying geometry or mathematics in school may need to investigate parallelograms as part of their curriculum.
02
Architects and engineers often utilize parallelograms when designing structures or calculating areas and volumes.
03
Surveyors and cartographers may use parallelograms in their work to determine distances and map features accurately.
04
Artists or designers might incorporate parallelograms in their compositions or use them as a basis for creating patterns or shapes.
05
Individuals interested in understanding the properties and characteristics of geometric figures may find the investigation of parallelograms to be intellectually stimulating.
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