DATE: NO. 1. Find the lengths of the sides of triangle ABC and state whether the triangle is a right triangle, an isosceles, or both. A(2,1,3), B(3,-1,-2), C(0,2,-1) 2. Find the coordinates of the three points. which divide the given segment AB into four equal parts. A(1, -6,0), B(6, 12,7) 3. Find the lengths of the medians of the given triangles ABC. A(4,3, 1), B(a,1,2), C(0,2,4) 4. An endpoint P of a line segment, and a midpoint of the same line segment are given. Find the other endpoint. P (1, -3, 1), Q (1,2,-3)
DATE: NO. 1. Find the lengths of the sides of triangle ABC and state whether the triangle is a right triangle, an isosceles, or both. A(2,1,3), B(3,-1,-2), C(0,2,-1) 2. Find the coordinates of the three points. which divide the given segment AB into four equal parts. A(1, -6,0), B(6, 12,7) 3. Find the lengths of the medians of the given triangles ABC. A(4,3, 1), B(a,1,2), C(0,2,4) 4. An endpoint P of a line segment, and a midpoint of the same line segment are given. Find the other endpoint. P (1, -3, 1), Q (1,2,-3)
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter5: Similar Triangles
Section5.CR: Review Exercises
Problem 42CR
Question
![DATE:
NO.
1. Find the lengths of the sides of triangle
ABC and state whether the triangle is a
right triangle, an isosceles, or both.
A(2,1,3), B(3,-1,-2), C(0,2,-1)
2. Find the coordinates of the three points.
which divide the given segment AB into
four equal parts.
A(1, -6,0), B(6, 12,7)
3. Find the lengths of the medians of the given
triangles ABC.
A(4,3, 1), B(a,1,2), C(0,2,4)
4. An endpoint P of a line segment, and a
midpoint of the same line segment are
given. Find the other endpoint.
P (1, -3, 1), Q (1,2,-3)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff08e97f6-8b51-4d33-8031-08c7f13d7faa%2F5a82d630-0194-4f4d-b8f9-939a390a3d6d%2Fpxnuv0b_processed.jpeg&w=3840&q=75)
Transcribed Image Text:DATE:
NO.
1. Find the lengths of the sides of triangle
ABC and state whether the triangle is a
right triangle, an isosceles, or both.
A(2,1,3), B(3,-1,-2), C(0,2,-1)
2. Find the coordinates of the three points.
which divide the given segment AB into
four equal parts.
A(1, -6,0), B(6, 12,7)
3. Find the lengths of the medians of the given
triangles ABC.
A(4,3, 1), B(a,1,2), C(0,2,4)
4. An endpoint P of a line segment, and a
midpoint of the same line segment are
given. Find the other endpoint.
P (1, -3, 1), Q (1,2,-3)
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