Ask a New Question

Question

let a and b be opposite vertices of a unit cube (i.e. , the distance between a and b is the square root of 3). find the radius of a sphere, whose center is in the interior of the cube, that is tangent to the three faces that at a and also tangent to the three edges that meet at b.
11 years ago

Answers

Related Questions

Given triangle XYZ with vertices X(-2,0),Y(6,0), and Z(4,8), find the number of square units in its... The foci and vertice of 2x^2+5y^2+8x+10y+3=0 a parallelogram has the vertices (0,3), (3,0), (o,-3), and (-3,0). determine what type of parallelog... a parallelogram has the vertices (-1,2), (4,4), (2,-1), and (-3,-3). determine what type of parallel... Given triangle ABC with vertices A(-6, -2), B(2,8), and C(6, -2). Line AB has midpoint D, line BC ha... translate the following vertice (8,3) to (x-3,y-8)? Given triangle DEF with vertices D(-3;6) ,E(-2;-3) and F(x;1) with DE=DF, determine the value of x three right angles have vertices at the center of the circle .if the radius of the circle is 8,what... How to get the foci and vertices of an ellipse with the equation of (x+3)^2/24 + (y-5)^2/49=1? Consider  ΔABC , with vertices  A(0,3) ,  B(0,1) , and  C(−4,2) , and  ΔDEF , with vertices  D(0,6)...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use