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Is a computer display measured across the top of the display?

Diagonally, from the top corner to the opposite bottom corner.


What is the distance of the diagonal path from one corner to the opposite corner?

in a square it is the side length radical 2


If a cube has side length 12 what is the distance from corner to opposite corner?

12√3 units ≈ 20.78 units.


How get the length of a rectangular corner to corner?

If the sides of a rectangle (not rectangular) are X and Y units, then the corner to corner length - the diagonal - is sqrt(X2 + Y2)


Suppose a fly walks from one corner of a room to the opposite corner of the roof What is the shortest path it can choose in walking?

If the room is of square or rectangular shape then the diagonal is the shortest path it can choose to walk on. If the room is of triangular shape then it can walk along the side of the triangle to reach the opposite corner.


What is a height of a triangle?

The perpendicular distance from the base (either the longest side or the bottom) to the other corner


What is the shortest distance from a corner of a 2 inched cube to the opposite corner of the same cube?

The shortest distance, through the body of the cube, is sqrt(22 + 22 + 22) = sqrt(12) = 3.46 inches.


What is opposite word of corner?

The opposite word for corner is diagonal.


How do i measure from corner to corner of a rectangle?

Hmm. Just place a ruler so one edge is at one corner and then swing the ruler around to the opposite corner and read the distance. Is that what you meant? Answer 2 Why don't you just put a ruler from corner to corner? Is that a problem?


The rectangular complex is 960 meters long and 750 meters wide find the distance from one corner off the complex to the other?

1218.236 metres.


How many corner do a rectangular prism have?

4


A rectangular track is 40m long and 30m broad a man starts walking from one corner of the track and reaches the opposite corner find the distance travelled and the magnitude of displacement?

The distance traveled by the man is equal to the perimeter of the rectangle which is 40m + 30m + 40m + 30m = 140m. The magnitude of displacement is the shortest distance between the initial and final positions, which is the diagonal of the rectangle. Using the Pythagorean theorem, the diagonal is √(40^2 + 30^2) = √(1600 + 900) = √2500 = 50m.