When solving a triangle which is not drawn, you must consider several scenarios: (1) No triangle is possible (2) Only ONE triangle is possible (3) TWO triangles are possible (one acute and one obtuse) Consider a possible triangle according to the description below: a= 9.85 b = 5.63 LC = 120.25° If ONLY ONE triangle is possible, enter the information below. If no triangle is possible, enter DNE in ALL boxes. All answers should be accurate to TWO decimal places. ZA = degrees a = 9.85 degrees b= 5.63 LC = 120.2 degrees LB C=

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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When solving a triangle which is not drawn, you must
consider several scenarios:
(1) No triangle is possible
(2) Only ONE triangle is possible
(3) TWO triangles are possible (one acute and one
obtuse)
Consider a possible triangle according to the
description below:
a = 9.85
b = 5.63
LC = 120.25°
If ONLY ONE triangle is possible, enter the information
below.
If no triangle is possible, enter DNE in ALL boxes.
All answers should be accurate to TWO decimal places.
ZA =
degrees
a = 9.85
LB =
degrees
LC = 120.2 degrees
b = 5.63
C=
Transcribed Image Text:When solving a triangle which is not drawn, you must consider several scenarios: (1) No triangle is possible (2) Only ONE triangle is possible (3) TWO triangles are possible (one acute and one obtuse) Consider a possible triangle according to the description below: a = 9.85 b = 5.63 LC = 120.25° If ONLY ONE triangle is possible, enter the information below. If no triangle is possible, enter DNE in ALL boxes. All answers should be accurate to TWO decimal places. ZA = degrees a = 9.85 LB = degrees LC = 120.2 degrees b = 5.63 C=
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