Question

Plot the following points on the graph paper: \[(0,7)\].

Answer 1

Hint:Graph paper is made up of fine lines with regular square grids uniformly. We can plot a given point on the graph paper by making a two dimensional graph of \[x - axis\] , \[y - axis\] the using the value of the coordinate given. We plot the respective coordinates according to the respective axis and then find the exact plot of that coordinate.

Complete step by step answer:
We are given the point \[(0,7)\] let it be named as \[A\left( {0,7} \right)\] , it is to be plotted on the graph paper. In general the two dimensional graph is made by the two axes namely \[x - axis\] and \[y - axis\]. \[x - axis\] is often known as abscissa and \[y - axis\] is also known as ordinate. The general representation of any coordinate is represented as \[P\left( {a,b} \right)\] where a represents the distance of the point \[P\] from the \[y - axis\] and b represents the distance of the point \[P\] from \[x - axis\].

We have provided with the point \[A\left( {0,7} \right)\] clearly we observe that the \[x\] coordinate of the point \[A\] is \[0\] so, the point will be on the \[y - axis\] as it is located at \[0\] units of distance from the \[y - axis\]. Again observing the \[y\] coordinate of the point \[A\] we see that y coordinate of the point \[A\] is \[7\] which implies that the point \[A\] is at a distance of \[7\] units from the \[x - axis\]. Hence, according to the given coordinate the plotting of the point \[A\left( {0,7} \right)\] on the graph paper will be as follows:

Note:The distance between two points in any axis must be equidistant throughout the graph. This is a two dimensional graph, so it has two axes. A three dimensional graph consists of three axes namely\[x - axis\],\[y - axis\] and \[z - axis\]. The plotting on a three dimensional graph is done similar as of the two dimensional graph right after adding one additional z coordinate.