Question

Find the distance between the points (11, 4) and (10, 5).

Answer 1

Use the distance formula

\[D = \sqrt (x _{2-} x _{1})^2 + (y _{2} - y _{1})^2\]

Answer 2

Ye. So

Answer 3

Input the values in then solve

Answer 4

\[d = \sqrt{(5-4)}^2 + (10-11)^2\]

Answer 5

Right?

Answer 6

But the Square root goes over the whole Exqation.

Answer 7

@Hero

Answer 8

is this right?

Answer 9

\[d = \sqrt{1^2 + (-1)^2}\]

Answer 10

@Shadow Is this correct so far?

Answer 11

\[d = \sqrt{1 + -1}\]

Answer 12

\[d = \sqrt{0}\]

Answer 13

5 is x2, not y2

Answer 14

Coordinates go like this (x, y)

Answer 15

Try just type out what order you think they should be in.

Answer 16

o, Okay

Answer 17

What happened @Flamo

Answer 18

?

Answer 19

I found the problem out, (-1)^2 = 1 So its \[d = \sqrt{1 + 1}\]

Answer 20

So The answer is \[d = \sqrt{2} \]

Answer 21

Mhm, your setup was fine too. You just put the y set before the x set.

Answer 22

Yeah.

Answer 23

Thanks!

Answer 24

Mhm