What is the shortest distance between a chord with length of 12 units and center of a circle with equation 2+y? + 4x +6y-32= 0? %3D O 6.71 O 3 O 2.87 O 5.43

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 58E
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What is the shortest distance between a chord with length of 12 units and center of a
circle with equation +y + 4x +6y-32 = 0?
O 6.71
O 3
O 2.87
O 5.43
Transcribed Image Text:What is the shortest distance between a chord with length of 12 units and center of a circle with equation +y + 4x +6y-32 = 0? O 6.71 O 3 O 2.87 O 5.43
A triangle has vertices at A(-3,-2), B(-1,5) and C(4, 2). Determine the length of the median from C to side
AB.
O 5.6
O 6.3
O 6.02
O 4.02.
Transcribed Image Text:A triangle has vertices at A(-3,-2), B(-1,5) and C(4, 2). Determine the length of the median from C to side AB. O 5.6 O 6.3 O 6.02 O 4.02.
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