Mississippi and Alabama
Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.Yes, pictures, shapes and other objects can serve as hyperkinks.
its the therom that states that a2+b2=c2 :). it is used for triangles. i dont know about other shapes. but is for triangles
An equilateral triangle can not have "other" shapes.
Yes. Any shape can tessellate if you allow other shapes. The simplest way is to select the other shapes so that the given shape and the "other shapes" can be combined to make a rectangle or square.
Tangrams
MaineMaine.
A car in reverse is almost always at fault if it gets in a collision, unless you can prove that the other vehichle was driving recklessly.
For any polygon, there will be other shapes such that, together, they can tessellate.
There are infinitely many shapes, in infinitely many dimensions.
The word "circumference" is used for circles and circular shapes, such as ellipses and ovals. For other plane shapes, the word used is perimeter.
There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them.
they can be circular, triangular, and other odd shapes.