Question

How many lines can pass through one given point?

Answer 1

Hint: The given question is based upon geometry. In that question we find the solution of lines that are passing through a point. We have a brief discussion about the given question. Firstly, let us discuss some basic concept of point, a line and number of lines then we can conclude about the solution that how many lines can be passed through a point.

Complete step by step answer:
Geometry: Geometry is a branch of mathematics. A mathematician name geometer works in the field of geometry. It is a branch that is concerned with relations of points, lines, surfaces and solids.
A point: A point in geometry is a location. It has no size, no width and no length, no depth. A point is shown by a dot.
A line: A line is defined as a line of points that extends infinitely in two directions equation of lines is be
\[y{\text{ }} = {\text{ }}mx{\text{ }} + {\text{ }}b\]
where m is the slope of line
b is the y intercept of line.
There are three types of lines like vertical lines, horizontal lines and diagonal lines.
Interesting Lines: Straight lines that cross each other at some point are called the interesting lines. These lines will intersect at one point.

Let us discuss the given question on the bases of a point and lines.
A line is that which can have a particular starting and ending point like....

Fig 1.2
In figure 1.2 a line starts with point A and ends at point B.
When a point is given, so infinite numbers of lines can be passing through it. Let p be a point, a number of lines can be passed through it.

Note: The above question is based on the geometry of mathematics. In geometry of mathematics it has been concerned with properties of shape, size, relative position. In the given question a point and lines are to be discussed. We conclude the result on the basis of the basic concept of lines and a point.