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the center and radius for each. z' + y? = 49 +y? = 324 2² + (y + 2)° = 64 (x+ 2) + y? 64 (z – 5) + (y – 3) = 144 (z+1) + (y - 10) = 100 : Center (0, 2), r = 8 : Center (-1, 10), r = 10 : Center (-2, 0), r 8 : Center: (1, 10), r = 10 : Center (0, 0), r = 18 : Center: (5, 3), r = 12 : Center: (2, 0), r = 8 : Center. (0, 0), r = 7 # Center (-5, 3), r 12 : Center (0, -2), r = 8

the center and radius for each. z' + y? = 49 +y? = 324 2² + (y + 2)° = 64 (x+ 2) + y? 64 (z – 5) + (y – 3) = 144 (z+1) + (y - 10) = 100 : Center (0, 2), r = 8 : Center (-1, 10), r = 10 : Center (-2, 0), r 8 : Center: (1, 10), r = 10 : Center (0, 0), r = 18 : Center: (5, 3), r = 12 : Center: (2, 0), r = 8 : Center. (0, 0), r = 7 # Center (-5, 3), r 12 : Center (0, -2), r = 8

Intermediate Algebra
Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.6: Solve Systems Of Equations Using Determinants
Problem 4.104TI: Determine whether the points (4,1),(6,2) and (2,4) are collinear.
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Identify the center and radius for each. r? + y? = 49 x² + y? = 324 x² + (y + 2) = 64 (r + 2)² + y² = 64 (1 – 5)² + (y – 3)² = 144 (z+1) + (y – 10)? = 100 :: Center: (0, 2), r = 8 : Center (-1, 10), r = 10 : Center: (-2, 0), r = 8 :: Center: (1, – 10), r = 10 :: Center: (0, 0), r = 18 : Center: (5, 3), r = 12 : Center: (2, 0),r = 8 : Center. (0, 0), r = 7 : Center (-5,-3), r = 12 : Center (0, -2), r = 8
Transcribed Image Text:Identify the center and radius for each. r? + y? = 49 x² + y? = 324 x² + (y + 2) = 64 (r + 2)² + y² = 64 (1 – 5)² + (y – 3)² = 144 (z+1) + (y – 10)? = 100 :: Center: (0, 2), r = 8 : Center (-1, 10), r = 10 : Center: (-2, 0), r = 8 :: Center: (1, – 10), r = 10 :: Center: (0, 0), r = 18 : Center: (5, 3), r = 12 : Center: (2, 0),r = 8 : Center. (0, 0), r = 7 : Center (-5,-3), r = 12 : Center (0, -2), r = 8
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