The equation y - 2x - 3 has Unique solutionNo solutionOnly two solutionsInfinitely many solutions

Question

Toppr Admin · Accepted Answer

As can be seen- the line for y-2x-3 extends up to infinity all over the number line-For x-0-y-3-xA0-For x-1-y-5-xA0-For x-2-y-7-xA0-x2234- For every value of x we get the different value of y-xA0- -xA0-Hence it will have infinitely many solutions-

The equation $y = 2 x + 3$ has
Unique solution
No solution
Only two solutions
Infinitely many solutions

As can be seen, the line for $y = 2 x + 3$ extends up to infinity all over the number line.

For $x = 0, y = 3$ , For $x = 1, y = 5$ , For $x = 2, y = 7$

$∴$ For every value of $x$ we get the different value of $y$
Hence it will have infinitely many solutions.

The equation y=2x+3 has Unique solutionNo solutionOnly two solutionsInfinitely many solutions

As can be seen, the line for y=2x+3 extends up to infinity all over the number line.For x=0,y=3, For x=1,y=5, For x=2,y=7 ∴ For every value of x we get the different value of y Hence it will have infinitely many solutions.

The equation $y = 2 x + 3$ has
Unique solution
No solution
Only two solutions
Infinitely many solutions

As can be seen, the line for $y = 2 x + 3$ extends up to infinity all over the number line.

For $x = 0, y = 3$ , For $x = 1, y = 5$ , For $x = 2, y = 7$

$∴$ For every value of $x$ we get the different value of $y$
Hence it will have infinitely many solutions.