Answer no 1on a graph

To draw the graph, first calculate the $y$ values for $x$ ranging from $-3$ to 4.

$x$	$2x$	$+5$	$y = 2x + 5$	$(x, y)$
$-3$	$-6$	$+5$	$-1$	$(-3, -1)$
$-2$	$-4$	$+5$	1	$(-2, 1)$
$-1$	$-2$	$+5$	3	$(-1, 3)$
0	0	$+5$	5	$(0, 5)$
1	2	$+5$	7	$(1, 7)$
2	4	$+5$	9	$(2, 9)$
3	6	$+5$	11	$(3, 11)$
4	8	$+5$	13	$(4, 13)$

• Draw a horizontal $x$-axis and a vertical $y$-axis on graph paper.
• Mark the origin $(0,0)$ where the axes intersect.
• Apply the scale: $2 \text{ cm}$ represents $1 \text{ unit}$ on both axes. This means that every $2 \text{ cm}$ grid line (or every large square) should be labeled as $1, 2, 3, \dots$ for positive values and $-1, -2, -3, \dots$ for negative values on both axes.
• Plot each point from the table above on your graph paper. For example, for $(-3, -1)$, move 3 units left on the $x$-axis and 1 unit down on the $y$-axis.
• Once all points are plotted, use a ruler to draw a straight line that passes through all these points. Extend the line to the edges of your graph paper.
• Label the line with its equation: $y = 2x + 5$.

This process will create the graph of the linear equation.