Graphical Representation: Using additional geometric shapes

Calculate the slope of the line that forms a right triangle with the axis x and the axis y and passes through the points $(5,0),\lparen0,-5)$.

1

Calculate the slope of the line that creates a right triangle with the x and y axes and passes through the points $B(5,0),A\lparen0,10)$.

$-2$

Two straight lines are drawn with the x axis and the y triangle axis.

The first line passes through the points $(4,0),(0,2)$

The second line passes through the points $(0,-6),(4,0)$

Find the slope of each line.

$\frac{3}{2}=II\text{ , -}\frac{1}{2}=I$

A straight line is drawn between the y axis and the straight line $y=-2$ to create a triangle.

The line passes through the points $B(5,-2),A\lparen0,0)$.

Calculate the slope of the line.

$-\frac{2}{5}$

A straight line is a diagonal squared.

The line passes through the points $(8,3),(2,7)$.

Choose the equation that corresponds to the line.

$y=-\frac{2}{3}x+8\frac{1}{3}$

A straight line is drawn forming a triangle with the x and y axes.

The line passes through the points $(0,-6),(4,0)$.

Choose the equation that represents the line.

$y=\frac{3}{2}x-6$