If you have a grid of 5x5 squares you will have no triangles at all since there are no diagonal lines.
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Here is a more likely answer - though I am not sure it is totally correct.
A triangle is defined by three vertices. The total number of ways of picking 3 out of 25 points is 25*24*23/(3*2*1)
25 ways of picking a point from the grid at random, 24 ways to pick another point from the grid and 23 to pick the third. Divide by 3*2*1 since the order in which these collinear points is picked does not matter.
However, some of these are not triangles: they are not triangles if all three points are in the same row or in the same column.
Number of ways for that = 2*(25*4*3)/(3*2*1)
25 ways of picking a point from the grid at random, 4 ways of another point in the same row, 3 ways of picking the third in the same row. Divide by 3*2*1 since the order in which these collinear points is picked does not matter. Multiply by two because the same argument applies for collinearity in columns.
So answer = 2300 - 100 = 2200
No two equilateral triangles do not make a square but two right triangles do.
A square already has 2 right angle triangles within it
There are 2 triangles in a square so the ratio to square and triangle is 2 to 1
A Triangular Pyramid has 4 triangles and 1 square.
You basicly combine a triangle with a square.. Triangle on top and square on bottom..
a square pyramid has 4 triangles
no triangles
One side will be a square. It is the base. The lateral sides are triangles.
The same as other pyramids -- 5. 4 triangles and one square.
5 5. 1 square and 4 triangles.
A pyramid has 5 shapes 4 triangles and 1 square.
One square and four triangles.
You can put 2 triangles in a square or you can call it a quadrilateral.
It depends on the size of the square and the sizes and shapes of the triangles.
4 right triangles
It depends entirely on the size of the triangles and the size of the square.
A square pyramid has 5 faces. The four side faces are triangles, and the base is in the form of a square. This pyramid has 5 vertices and 8 edges.