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Mathematics 76 Online
xXQuintonXx:

help please(ss below)

xXQuintonXx:

Celesta:

lol i gotchu 1 sec

xXQuintonXx:

@celesta wrote:
lol i gotchu 1 sec
ight

Celesta:

o: make the cords into a trangle

Celesta:

this is funnn

Celesta:

rise/run right? so count how many points, numbers are horizontal and vertical

xXQuintonXx:

wouldnt there be 3 points?

Celesta:

|dw:1620407588687:dw|

Celesta:

lol sumthin like that- xD

bernard:

I mean ik how to do the work but all those damn numbers in the equations be confusing me like since when did they start puttin the whole damn alphabet in math. like what happened to dat kindergarten math smh

Celesta:

i cant draw- okay so how my- smh hush

xXQuintonXx:

@bernard wrote:
I mean ik how to do the work but all those damn numbers in the equations be confusing me like since when did they start puttin the whole damn alphabet in math. like what happened to dat kindergarten math smh
IKR xd

Meticulous:

use the distance between two points formula \[d=\sqrt{(x_2-x_1)^2+(y_2-y_1)^2}\] Where the x and y values are derived from the points

xXQuintonXx:

._. *confusion

Celesta:

(-4,3) to (2,5) lol so you start at -4 and count how many numbers are between -4 2 1 2 3 4 5 6 o: 6 theres 6 on the bottom- we be making the co'ods into a right triangle now the verticle one 3 5 1 2

Celesta:

lol i suck at explaining but if i was helping you irl i would know how to much better xD

Celesta:

but do you get what i said?

xXQuintonXx:

still confused

Celesta:

make a box and your co'ords are the points well two of em then you can do a like connecting the co'ords to make a triangle then do rise over run

Meticulous:

The distance between to points can be found using the distance formula stated earlier. Given the points (-4,3) and (2,5). you would plug the x and y values into the formula \[d=\sqrt{(2-(-4)^2+(5-3)}\] 5-3=2 2-(4)=6 2^2=4 6^2=36 36+4=40 \[d=\sqrt{40}\]

Celesta:

:I is this a direct answer?

xXQuintonXx:

@celesta wrote:
:I is this a direct answer?
no

xXQuintonXx:

bc you explained how u got it

Celesta:

but he still gave the actual answer

xXQuintonXx:

your able to give an answer but as long as you explain how you got it

Celesta:

oh- but i got introuble when i did that

xXQuintonXx:

@meticulous wrote:
The distance between to points can be found using the distance formula stated earlier. Given the points (-4,3) and (2,5). you would plug the x and y values into the formula \[d=\sqrt{(2-(-4)^2+(5-3)}\] 5-3=2 2-(4)=6 2^2=4 6^2=36 36+4=40 \[d=\sqrt{40}\]
thanks

Celesta:

https://www.youtube.com/watch?v=0IOEPcAHgi4 heres a vid to help do those kind of problems

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