A line
Because the domain of the normal distribution is infinite - in both directions.
There are an infinite number of shapes in this world. It would help both of us if you could be more specific. Regular or irregular, two-dimensional or three-dimensional, corners or vertices, etc.
No. However, it does have to have a beginning number. beside the beginning number, on the actual line, you would put an arrow on the end of it, because numbers are infinite in both directions.
Yes, since a plane is a two dimensional surface that extends to infinity in both directions
The range is infinite in both directions.
It is infinite, in both directions. But it can be restricted to a smaller interval.
A raycorrection its a line for a+
A line
Because the domain of the normal distribution is infinite - in both directions.
Numbers are infinite in both all directions - infinitely negative, infinitely positive and infinitely imaginary.
A force that is pulled in opposite directions is called tension. Tension is the force experienced by an object when it is pulled on both ends in opposite directions, creating stress within the object.
The magnitude of the equal gravitational forces in both directions between the earth and any object on it is the object's "weight".
There are an infinite number of shapes in this world. It would help both of us if you could be more specific. Regular or irregular, two-dimensional or three-dimensional, corners or vertices, etc.
true
Tension forces can pull or stretch an object in opposite directions. These forces arise when two ends of an object are pulled in opposite directions, causing the object to stretch and experience tension. Examples include a rope being pulled from both ends or a rubber band being stretched.
I can see two possible answers to this question:There exists no three-dimensional object with only two sides.Picture a two-dimensional circle. Now put it in the third dimension and inflate the center of it a little bit. It would be like a coin, but the edges of both sides converge to a single edge. This may or may not count as a "three-dimensional object with two sides," depending on various possible definitions of the words in that phrase.