Chapter 4, Problem 12STP

To determine

To find: The coordinates of the $x$ -and $y$ -intercepts.

Answer to Problem 12STP

The coordinates of $x$ - intercept is $\left(-0.75,0\right)$ and $y$ -intercepts is $\left(0,1.5\right)$ .

Explanation of Solution

Given:

The given function is:

  $2y=4x+3$

In order to find the $x$ -and $y$ -intercepts of the given function, first, it is need to draw the graph of the given function.

Graph1

  

The table of the given below shows the corresponding value of $x$ and $y$ after substituting the value $x=0$ and $y=0$ in the given function is as:

$x$	$0$	$-0.75$
$y$	$1.5$	$0$

Therefore, the coordinates of $x$ - intercept is $\left(-0.75,0\right)$ and $y$ -intercepts is $\left(0,1.5\right)$ .