Question

Which point is closer to the x-axis (0.7, 21) or (0.77, 10)

Answer 1

Answer:

a=10

b=20

Step-by-step explanation:

Answer 2

Answer:

As

• $d_A=21$

• $d_B=10$

Therefore, point B is closer to the x-axis.

Please check the attached graph.

Step-by-step explanation:

We know that:

• x-coordinate of any point P(x, y) gives its distance of that point from the y-axis

• y-coordinate of  any point P(x, y) gives its distance of that point from the x-axis

Given the points

• (0.7, 21)

• (0.77, 10)

Let us say

• A(0.7, 21)

• B(0.77, 10)

FOR POINT A(0, 7)

• As the y-coordinate of point A(0.7, 21) ⇒ y = 21

We know that the y-coordinate of  any point P(x, y) gives its distance of that point from the x-axis

Thus, the distance of point A(0.7, 21) from the y-axis is 21 units.

i.e.

$d_A=21$

FOR POINT B(0.77, 10)

• As the y-coordinate of point A(0.77, 10) ⇒ y = 10

We know that the y-coordinate of  any point P(x, y) gives its distance of that point from the x-axis

Thus, the distance of point B(0, 7) from the y-axis is 10 units.

i.e.

$d_B=10$

As

• $d_A=21$

• $d_B=10$

Therefore, point B is closer to the x-axis.

Please check the attached graph.