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Determine the octant(s) in which (x,y,z) is located so that the conditions are satisfied.

x > 0, y < 0, z > 0

a. octant VI

b. octant IV

c. octant III

d. octant V

e. octant I or octant II 

 Aug 28, 2016
 #1
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Determine the octant(s) in which (x,y,z) is located so that the conditions are satisfied.

x > 0, y < 0, z > 0

 

I just had to look up octants myself.  They are not that difficult

 

With 2 dimensions you have quadrants.

 

 

With 3 dimensions you have octants becasue you also have to consider whether y is positive or negative.

 

The first four octants are the same as above only z must be positive

the next four (5,6,7,8) are also the same as above but z is negative.

 

Here is an artical on it.

https://en.wiki2.org/wiki/Octant_(solid_geometry)

 

So lets look at your problem

Determine the octant(s) in which (x,y,z) is located so that the conditions are satisfied.

x > 0, y < 0, z > 0

z is positive so that makes it 1,2,3 or 4

x is positive that makes it 1 or 4 (just think in 2D for this)

y is negative sio it must be  4

 

So it is octant 4

 

If you give me feeedback I will be more likely to help you in the future.

It would be even better if you join up and then we can all get to know you.

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 Aug 28, 2016
 #2
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Thank you so much for helping me. I just joined as you suggested :)

 Aug 29, 2016

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