Part A: Complete the following statement to determine the length of JN for A JMN to exist. < JN < Part B: Complete the following statement to determine the length of KO for A KMO to exist. < KO < Part C: Suppose that JN = 35.8", M2JMN = (70 – x)°, and mzOMN = 58°. Use an inequality to describe the restrictions on the value of x using the Hinge Theorem. %3D

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter1: Line And Angle Relationships
Section1.5: The Format Proof Of A Theorem
Problem 8E: Which part hypothesis or conclusion of a theorem determines the a Drawing? b Given? c Prove?
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Triangles- Part 2
Triangle Inequalities
Mini Assessment
1. Consider the figure below, where JM: MK
24"
K
40"
36"
N.
38"
Part A: Complete the following statement to determine the
<IN <
2)
3/2
Transcribed Image Text:Triangles- Part 2 Triangle Inequalities Mini Assessment 1. Consider the figure below, where JM: MK 24" K 40" 36" N. 38" Part A: Complete the following statement to determine the <IN < 2) 3/2
38"
Part A: Complete the following statement to determine the length of JN for AJMN to exist.
< JN <
Part B: Complete the following statement to determine the length of KO for A KMO to
exist.
< KO <
Part C: Suppose that JN = 35.8", M2JMN = (70 – x)°, and mOMN = 58°. Use an inequality
to describe the restrictions on the value of x using the Hinge Theorem.
80
Deuse
Transcribed Image Text:38" Part A: Complete the following statement to determine the length of JN for AJMN to exist. < JN < Part B: Complete the following statement to determine the length of KO for A KMO to exist. < KO < Part C: Suppose that JN = 35.8", M2JMN = (70 – x)°, and mOMN = 58°. Use an inequality to describe the restrictions on the value of x using the Hinge Theorem. 80 Deuse
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