2 Answers

Ecodan · Answer 1 · 2021-06-16T21:03:41+0000

Answer:

25 units.

Explanation:

There are two points, which coordinates are P(-10, 15) and T(15, 15).

To find the distance between these two points, we need to use the following formula

$d=\sqrt{(y_(2) -y_(1) )^(2) +(x_(2) -x_(1))^(2) }$

Where
(x_(1) ,y_(1))=(-10,15) and
(x_(2) ,y_(2))=(15,15) . Replacing these coordinates, we have

$d=\sqrt{(15-15)^(2) +(15-(-10))^(2) } =\sqrt{0+(25)^(2) } =25$

Therefore, the distance between points P and T is 25 units.