Suppose three points in a plane are defined as: A ≔ (–3, –5) B ≔ (–10, 19) and C ≔ (6, 7) where all lengths are measured in centimeters. 1) Plot and label all three points on the same set of axes. 2) Draw line segments between each pair of points to form the triangle ABC. 3) Find the lengths of each of the sides. 4) Find the area of the triangle
Suppose three points in a plane are defined as: A ≔ (–3, –5) B ≔ (–10, 19) and C ≔ (6, 7) where all lengths are measured in centimeters. 1) Plot and label all three points on the same set of axes. 2) Draw line segments between each pair of points to form the triangle ABC. 3) Find the lengths of each of the sides. 4) Find the area of the triangle
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter8: Areas Of Polygons And Circles
Section8.2: Perimeter And Area Of Polygons
Problem 55E: Each side of square RSTV has length 8. Point W lies on VR- and point Y lies on TS- in such a way to...
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Suppose three points in a plane are defined as:
A ≔ (–3, –5) B ≔ (–10, 19) and C ≔ (6, 7)
where all lengths are measured in centimeters.
1) Plot and label all three points on the same set of axes.
2) Draw line segments between each pair of points to form the
3) Find the lengths of each of the sides.
4) Find the area of the triangle.
5) Determine if it is a right triangle and if so, which
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