Question

Use a graphing utility to graph each circle whose equation is given. $(y+1)^2=36-(x-3)^2$

   Use a graphing utility to graph each circle whose equation is given.
$(y+1)^2=36-(x-3)^2$
Introductory & Intermediate Algebra for College Students
Introductory & Intermediate Algebra for College Students
Robert F. Blitzer 4th Edition
Chapter 13, Problem 45 ↓
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Use a graphing utility to graph each circle whose equation is given. $(y+1)^2=36-(x-3)^2$
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Transcript

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00:01 We're going to use a graphing utility to graph this circle.
00:04 And depending on what kind of graphing utility you're using, you might need to isolate y in the equation first.
00:10 So the way you would do that from this point is to square root both sides.
00:14 So we have y plus 1 equals plus or minus the square root of 36 minus the quantity x minus 3 squared.
00:23 And then you would subtract one from both sides.
00:26 So we have negative 1 plus or minus the square root of 33.
00:30 36 minus x minus 3 quantity squared.
00:34 So then the way i would have to type this into my calculator is i would let y1 equal one of these two, maybe the one with a plus, and then i would let y2 equal the other one, the one with a minus, type them both in and then the calculator is going to graph the top half of the circle as y1 and the bottom half of the circle as y2...
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