+1190 A rectangular prism has a length of $3$, a width of $5$, and a height of $11$. What is the distance between two opposite corners of the prism?
+45 Easy,
The distance is:
\(\sqrt{3^2+5^2}\)
from length to width
\(\sqrt{\sqrt{3^2+5^2}^2+11^2}\)
from length, to width, to hight
which simplifies to
\(\sqrt{155}\)
+45 Easy,
The distance is:
\(\sqrt{3^2+5^2}\)
from length to width
\(\sqrt{\sqrt{3^2+5^2}^2+11^2}\)
from length, to width, to hight
which simplifies to
\(\sqrt{155}\)
