Graph of Linear Equation

Which one of the following graphs is for the function $g\left(x\right)=|x-4|$?

Aana is trying to find the value of "$k$" for which $x=-1$ and $y=2$ satisfy the linear graph of equation $3x+4y=k$. Can you help her by choosing the correct value of $k$?

Ishin has the linear equation $x-2y=2$. Help her to draw the linear equation on the graph. 

Find the area of the plane region formed by the graphs of the equations $x-y=1$ and $2x+y=8$.

Using the graph of equation$3x+2y = 6$, find the sum of the co-ordinates of the point where the graph intersects the $Y-$axis.

Draw the graph of the following equation: $y=5-3x$

Draw the graph of the following equation: $y=3x-2$

Draw the graph of the following equation: $y=3-x$

Draw the graph of the following equation: $y=x-3$

The graph given alongside shows the relation between pounds and kilograms.

A bag of rice weighs $15 \mathrm{kg}$. According to the graph, if its weight is $k$ pounds, find $k$.

Make a line graph for the area of a square as per the given table.

The cost of a notebook is $₹10$. Draw a graph after making a table showing cost of $2, 3, 4$..... notebooks. Use it to find the number of notebooks that can be purchased with $₹50$.

The cost of a notebook is $₹10$. Draw a graph after making a table showing cost of $2, 3, 4$..... notebooks. Use it to find the cost of $7$ notebooks.

If $y‐$coordinate is $3$ times $x‐$coordinate, form a table for it and draw a graph. $$

If $y$-coordinate is $2$ times of $x$-coordinate, then form a table for it and draw a graph.

A daffodil grows $0.05$ m every day. Plot the growth of the flower if the initial length of the daffodil is$0.8 \mathrm{m}$ and hence give the length of the daffodil on the $8\mathrm{th}$ day.

On the same sheet of graph paper, draw the lines $\mathrm{x}=(-2), \mathrm{y}=3, \mathrm{x}=2 \& \mathrm{y}=(-5)$. Find the coordinates of the points of intersection of the four lines. Name the figure you get.

The following table gives the relationship between Celsius and Fahrenheit temperatures. Draw a linear graph to represent the relationship. From the graph, determine the temperature at which the Celsius and Fahrenheit temperatures have the same value.$$

Sohail started saving money every month. He saved $₹200$ in January and $₹50$ more in every following month. Draw a graph to show his savings for the first half of the year. 

In which month will he be able to save $₹300$?

Sohail started saving money every month. He saved $₹200$ in January and $₹50$ more in every following month. If he is not taking out money from his savings, and saved $₹x$ by August, then find the value of $x$.