Question

complete the table and then graph the function.
$y = 2x$

x	y
2	4
5	10

click to select points on the graph.

Explanation:

Step1: Understand the function

The function is \( y = 2x \). We need to find the coordinates \((x,y)\) for each \(x\) value and plot them.

Step2: Calculate \(y\) for \(x = 0\)

Substitute \(x = 0\) into \(y = 2x\): \( y = 2(0)=0 \). So the point is \((0,0)\).

Step3: Calculate \(y\) for \(x = 2\)

Substitute \(x = 2\) into \(y = 2x\): \( y = 2(2)=4 \). So the point is \((2,4)\).

Step4: Calculate \(y\) for \(x = 5\)

Substitute \(x = 5\) into \(y = 2x\): \( y = 2(5)=10 \). So the point is \((5,10)\).

Step5: Plot the points

On the coordinate grid, find the points \((0,0)\), \((2,4)\), and \((5,10)\) and mark them. Then draw a straight line through these points since it's a linear function.

Answer:

The completed table has points \((0,0)\), \((2,4)\), \((5,10)\). To graph the function, plot these points and draw a line through them.