Find x such that the distance between (x, -10) and (-20,-5) is the square root of 425.
r u going to graph this?
no; we can't. we gotta use the distance formula.
o ok do u wanna know what the formula is or do u know it
i know it, i just don't know how to figure it out lol
ok well can u put in the formula for me so i can solve it plz?
d= the square root of [(-20-x)^2 + (-5+20)^2]
... i will just solve this differently hold on a couple mins?
okay; the only problem is, i have to show work.
o ok well i will find a way to do tht its just tht i need to restart it ok? so i will have your work up here
okay.
well, nissan, i am done here i had to think it through... is this a test u r taking, meaning tht if u mess up a problem then it is counted badly against u?
no; it's homework.
ok thank god... ok i might have this wrong but i htried at least b/c i have never gotten this type of question on this formula before so i am about to show my work..
okay' thanks alot!
are you still typing?
\[d=\sqrt{(x-x)^2+ (y-y)^2}\] \[d=\sqrt{(-20-x)^2+ (-5-10)^2}\] \[d=\sqrt{(-20-x)^2+225}\] \[d=\sqrt{400-x^2 +225}\] \[d=\sqrt{625-x^2}\]
so x has to equal the square root of 200?
hold on a min uh where is the 200 from and i am not done yet so... heres the deal put 425 in front of every radical sign plz. and here is your answer... \[d= 10625- 425\sqrt{x^2}\]
hope it helps and i got it right if i do get it roght plz inform me and if i get it wrong plz tell me the answer by posting it k?
okay; thank you so much!
welcome! sorry it took so long
well if you re-read the problem; its supposed to equal the square root of 425.
so; i'm not sure, but i'm just gonna turn in what you did. lol it's better than nothing, & it looks good!
well the square root is of 425 is \[5\sqrt{17}\]
where did 10625 come from
uhhh because umm 425 times the square root of 625 is 10625
ohh; gotcha
happy? walk in tht door tommorow in class smiling k? i will fan u
haha; i don't have class again till thursday; but i will! & thank you!
welcome again! bye
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