will give medal & fan!!(:
@ryan123345 @satellite73
@Chelsea04
for the first one, the center isn't even in the fourth quadrant, so ignore that one
do you know how to check where each centre is?
for the second one, the center is \((5,-7)\) and the radius is \(\sqrt{16}=4\) so that one stays completely inside the 4th quadrant, because 4 is less than 5 and 7
can you check the other two?
do you know how to check?
No how do you? :) @Chelsea04
ok, the formula for circles is: (x-h)^2+(x-k)^2=r^2
yup!
do you know what the center of the third one is? use \[(x-h)^2+(y-k)^2=r^2\] for a circle with center \((h,k)\) and radius \(r\)
(h,k) are the coordinates for your centre. r is the radius of your centre
ill help him lol...
so for the 3rd one it's -4 for h And 2 for k?
lol
sorry, the opposite signs, because when you take it out of the brackets, it changes sign
yeah! my bad @Chelsea04
so the coordinates for your centre is (4,-2)
yeah is that a 4th quad? yeah right? :)
yes, but the question asks for the circle to be completely in the 4th quad
oh and it's like only half! lol so I got B and D (:
so, now is where the radius comes into the question. so remember the equation used r^2, so you have to remember to square root that number :)
but yes, those would be your answers
do you understand?
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