Answer:
There is infinitely many solution of the form

Explanation:
Given:

... (1st equation)
... (2nd equation)
Dividing 1st equation by 2

Dividing 2nd equation by 3

These are same equation! And since they're the same equation, they'll both have exactly the same line on a graph. In other words, they'll overlap completely.
∴ There are infinitely many solutions of the form
