On a map John is standing at (11,11). His friend Lucy is standing at (1,11). John took 10 steps to the right. Is he standing with Lucy now?

Yes.

Can you explain why it is yes... Pls.,

If Lucy is at (1,11), and you count to the right on a line that is parallel to the x-axis, you will end up at (11,11).

Sketch the x and y axes and plot the points.

To determine if John is standing with Lucy now, we need to compare their positions on the map after John takes 10 steps to the right.

In this case, John's starting position is (11,11) and Lucy's position is (1,11). John moves 10 steps to the right, which means his x-coordinate (horizontal position) increases by 10.

To find John's new position, we add 10 to his starting x-coordinate: 11 + 10 = 21. Therefore, John's new position is (21,11).

Now, we can compare John's new position with Lucy's position.

John's new position: (21,11)
Lucy's position: (1,11)

As you can see, John's new x-coordinate (21) is not the same as Lucy's x-coordinate (1). Therefore, John is not standing with Lucy now.

So, the answer is: No, John is not standing with Lucy after taking 10 steps to the right.