Question

Medal/Fan

Answer 1

@kittiwitti1

Answer 2

Si? Que necesitas a te ayudo?

Answer 3

Are you familiar with the Distance Formula?

Answer 4

B or D

Answer 5

No direct answers please. @scoobydo

\[\text{given two points}(x_{1},y_{1}),(x_{2},y_{2})\]\[d=\sqrt{(x_{2}-x_{1})^{2}+(y_{2}-y_{1})^{2}}\]

Answer 6

Hang on

Answer 7

12

Answer 8

Can you show what work you've done? @shaleiah

Answer 9

^

Answer 10

Oops I made a typo. :(

Answer 11

No, you got it right, but we want to see your work to make sure you did it the right way (:

Answer 12

\[(-4--4)^2+(-1--4)\]

Answer 13

This is for segment AB, did you get the distance equations for the other two segments?

Answer 14

(-4--1)^2+(0--4)=13

Answer 15

wait... you didn't square root

Answer 16

Sorry, I missed that. Did you square root each equation before solving?
& both parentheses are squared

Answer 17

Did you do this?

Answer 18

Sorry, those are supposed to be exponents of 2. My mouse drawing sucks lol

Answer 19

It gives me -9

Answer 20

I don't think that is the result after square root... did you use the square root?

Answer 21

\[\sqrt{(-4--4)^2+(-1--4)^2}=3\]

Answer 22

Yes! ☺

Answer 23

Now if you do that for the other two segments/sides, you should get 4 and 5 (leg and hypotenuse, respectively), which adds up to 3+4+5 = 12.

(Did you get that?)

Answer 24

Yes

Answer 25

Okay, then you're all set ☺
Just remember, when doing the Distance Formula, to square the parentheses and square root everything! ^-^

Good luck on your studies then ♣