SOLUTION: In a cube, the length of GH is 34 cm. Point g is the mid-point of EF, while E and F are mid-points of AC and AB respectively. H is the back corner of the cube. There are lines BH a

Algebra ->  Surface-area -> SOLUTION: In a cube, the length of GH is 34 cm. Point g is the mid-point of EF, while E and F are mid-points of AC and AB respectively. H is the back corner of the cube. There are lines BH a      Log On


   



Question 1205069: In a cube, the length of GH is 34 cm. Point g is the mid-point of EF, while E and F are mid-points of AC and AB respectively. H is the back corner of the cube. There are lines BH and FH, which are hypotenuses of right triangles. BH is x√2. FH is 3x/2.
Answer by ikleyn(52898) About Me  (Show Source):
You can put this solution on YOUR website!
.
In a cube, the length of GH is 34 cm. Point g is the mid-point of EF, while E and F are mid-points
of AC and AB respectively. H is the back corner of the cube. There are lines BH and FH, which are
hypotenuses of right triangles. BH is x√2. FH is 3x/2.
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In this post,  I see statements,  only.

What is your question then ?


Or I should guess about a question ?


Also, who is  " x "  in your post ?   For what purpose is it introduced
and what info should I learn from it ?


Too many questions in order for this collection of words in the post
could be considered as a  Math problem.

It does not look like a  Math problem.