SOLUTION: (AR) ̅ is a cube. How many times is the volume of AR larger than the volume of pyramid B - ANC, in which (BA) ̅, (BN) ̅, and (BC) ̅ are lateral edges?
Algebra ->
Polygons
-> SOLUTION: (AR) ̅ is a cube. How many times is the volume of AR larger than the volume of pyramid B - ANC, in which (BA) ̅, (BN) ̅, and (BC) ̅ are lateral edges?
Log On
Question 1198332: (AR) ̅ is a cube. How many times is the volume of AR larger than the volume of pyramid B - ANC, in which (BA) ̅, (BN) ̅, and (BC) ̅ are lateral edges? Answer by greenestamps(13200) (Show Source):
Your notation is far from standard; I doubt that any tutors here can understand the problem as you post it.
Re-post the problem, giving the description in clear language.
For this problem, also note that "how many times larger..." is bad mathematical language and should never be used in stating a problem. It does NOT mean the same thing as "how many times AS LARGE..."
