How do you graph $(0,7)$ on a coordinate plane?

Hint: A basic understanding of plotting the graph is required for solving the given problem. In this type of sum, the student has to know that if the equation involves only $x$, then the line would be parallel to $y-axis$. If the equation consists of only $y$ i.e. value of $x$ is $0$, the line would be parallel to $x-axis$. In this sum, it is given that we have to plot the graph for. Since it doesn’t consist of $x$ we can say that the graph for this sum would be on the $y-axis$.

Complete step by step solution:
The first step to plot a graph is to understand that as the abscissa is given is zero, hence our point will lie on the $y-axis$ and now as the given ordinate is $7$ we simply look for $7$ on the $y-axis$ and it will be the required point on the graph.


Note:
Whenever a sum on inequality is given, the first thing a student should do before plotting is to change the sign to $=$. After changing the sign the student should plot the graph. Also whenever one of the coordinates given is zero then it simply means that the given point will lie on one of the axes.