A. Answer the following by completing the missing part of the solution. 1. Write the standard form of a circle with the center at (-2,8) and a radius of 7units? Given: Center :( _); radius = h= k = Standard Form: (x-_) +(y-_)' =_ (r-_)' +(y-_)} = _ (x-_) +(v-_)} = Solution: Conclusion: 2. Write the standard form of a circle with the center at the origin and a radius of 9 units? Center :( _); radius = Given: Standard Form: x +y = _' _' x'+y' = x'+y' = Solution: Conclusion: B. Write the standard equation of a circle with the given center and radius. 3. Center :(0,0); 4. Center :(-4,4); C. Find the center and the radius of the following equation 5. r* +y = 49 6. (x+7)' +(y+8)° = 64 radius = 7 radius = 5 %3D %3!
A. Answer the following by completing the missing part of the solution. 1. Write the standard form of a circle with the center at (-2,8) and a radius of 7units? Given: Center :( _); radius = h= k = Standard Form: (x-_) +(y-_)' =_ (r-_)' +(y-_)} = _ (x-_) +(v-_)} = Solution: Conclusion: 2. Write the standard form of a circle with the center at the origin and a radius of 9 units? Center :( _); radius = Given: Standard Form: x +y = _' _' x'+y' = x'+y' = Solution: Conclusion: B. Write the standard equation of a circle with the given center and radius. 3. Center :(0,0); 4. Center :(-4,4); C. Find the center and the radius of the following equation 5. r* +y = 49 6. (x+7)' +(y+8)° = 64 radius = 7 radius = 5 %3D %3!
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:LEARNING TASK 2
(Show your complete solution)
A. Answer the following by completing the missing part of the solution.
1. Write the standard form of a circle with the center at (-2,8) and a radius of
7units?
Given: Center :(__);
radius =
h=_;
k =
Standard Form: (x-_)' +(y-_)' =_
(x-_)' +(y-_)' =
(x-_) +(y-_}' =.
%3D
Solution:
Conclusion:
2. Write the standard form of a circle with the center at the origin and a radius
of 9 units?
Center :(.
radius =
Given:
Standard Form: x+y = __?
x' + y' =,
x' + y° =,
Solution:
Conclusion:
B. Write the standard equation of a circle with the given center and radius.
radius = 7
3. Center :(0,0);
4. Center :(-4,4);
C. Find the center and the radius of the following equation
5. x* +y = 49
6. (x+7)' +(y+8)°:
radius = 5
= 64
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