Easy
Write four solutions for the equation $3x - 24 = 0$.
(N/A) The given equation is $3x - 24 = 0$.
This can be simplified as $3x = 24$, which gives $x = 8$.
Since the equation is in the form $x = 8$, it can be written as a linear equation in two variables as $1x + 0y = 8$.
For any value of $y$, the value of $x$ will always be $8$.
Therefore, four possible solutions are $(8, 0), (8, 1), (8, 2), \text{ and } (8, 3)$.
This can be simplified as $3x = 24$, which gives $x = 8$.
Since the equation is in the form $x = 8$, it can be written as a linear equation in two variables as $1x + 0y = 8$.
For any value of $y$, the value of $x$ will always be $8$.
Therefore, four possible solutions are $(8, 0), (8, 1), (8, 2), \text{ and } (8, 3)$.
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Similar Questions
The following observed values of $x$ and $y$ are thought to satisfy a linear equation. Write the linear equation:
$x$ $6$ $-6$ $y$ $-2$ $6$
Draw the graph using the values of $x$ and $y$ as given in the above table.
At what points does the graph of the linear equation:
$(i)$ cut the $x$-axis and
$(ii)$ cut the $y$-axis?
| $x$ | $6$ | $-6$ |
| $y$ | $-2$ | $6$ |
Draw the graph using the values of $x$ and $y$ as given in the above table.
At what points does the graph of the linear equation:
$(i)$ cut the $x$-axis and
$(ii)$ cut the $y$-axis?
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