On a line segment, B is between A and C, and C is between B and D. Using the segment addition postulate, if $ AB = 7 $, $ AC = 15 $, and $ AD = 32 $, what do $ BC $, $ BD $, and $ CD $ equal?

Question

deathstrike001 · Answer

AB+AC=BC 7+15=BC BC=22 
 AB+AD=BD 7+32=BD BD=39 
 AC+AD=CD 15+32=CD CD=47

jdenison46 · Answer

BC = 8 
 BD = 24 
 CD = 17 ;

jdenison46 · Answer

Using the segment addition postulate, the lengths can be calculated as follows: BC = 8 , B D = 25 , and C D = 17 . 
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On a line segment, B is between A and C, and C is between B and D. Using the segment addition postulate, if \( AB = 7 \), \( AC = 15 \), and \( AD = 32 \), what do \( BC \), \( BD \), and \( CD \) equal?

Answer (3)

On a line segment, B is between A and C, and C is between B and D. Using the segment addition postulate, if \( AB = 7 \), \( AC = 15 \), and \( AD = 32 \), what do \( BC \), \( BD \), and \( CD \) equal?

Answer (3)

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