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CITI29 Rising GMAT Star
Joined: 18 Mar 2008 Posts: 95
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Posted: Sat Jul 26, 2008 5:43 pm Post subject: xy plane |
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In the xy plane, point (r,s) lies on the circle with the centre at the origin. What is the value of r^2 +s^2?
1. The circle has radius 2
2. The point (v2,-v2) lies on the circle
ans 'd' |
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augusto Rising GMAT Star
Joined: 22 Jun 2008 Posts: 43
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Location: UK Test Date: 30/9/2008 Target GMAT Score: 720
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Posted: Sun Jul 27, 2008 1:04 am Post subject: |
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Hi CITI,
To understand this problem I imagine that the point (r,s) is a vertice in a triangle. So that triangle has one side of lenght *r* another side of length *s* and the lenght of the hypotenuse equal to the radius of the circle.
So if you can imagine that, then r^2 + s^2 is one of the "sides" of the pythagoras theorem. So this is asking the value of the square of the radius.
So from (1) you know that the answer is 2^2 which is enough.
From (2) you can get the value of the radius, because you know that the circle is centered in the origin.
*note*: Just in case I'm assuming that the 'v's in (v2,-v2) are typos, and that the point is (2,-2)... which funny enough gives a different result both answers... |
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CITI29 Rising GMAT Star
Joined: 18 Mar 2008 Posts: 95
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Posted: Sun Jul 27, 2008 7:28 am Post subject: |
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Hi augusto,
Thanks for thr reply. No, there's no typo in second sentence!. It is as it says. |
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augusto Rising GMAT Star
Joined: 22 Jun 2008 Posts: 43
Thanks given: 12 Thanked 2 times in 2 posts
Location: UK Test Date: 30/9/2008 Target GMAT Score: 720
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Posted: Sun Jul 27, 2008 10:46 am Post subject: |
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Upz,
Well, please tell me if you know what those 'v's stand for.
Thanks,
augusto |
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