someone help me with this math problem

[Deleted member 12303]

point M (t,4/7) is located in the second quadrant on the unit circle. Determine the exact value of t.

 

[Deleted member 12303]

i have 27 minutes

 

[Chadeep]

@Subhuman trash

 

[Deleted member 12303]

@Subhuman trash

time is running out

 

[Chadeep]

time is running out

Most of the Math cels are banned. Why don't you search that in google.

 

[Deleted member 12303]

Most of the Math cels are banned. Why don't you search that in google.

that doesnt work tried it already man

 

[Jason Voorhees]

Post a picture of that qn

 

[Deleted member 12303]

its over im guessing

 

[Copeful]

nigga it’s literally just Pythagorean theorem, t^2 + (4/7)^2 = 1^2 jfl

 

[Deleted member 12303]

Post a picture of that qn

the pic will doxx me

 

[sytyl]

point M (t,4/7) is located in the second quadrant on the unit circle. Determine the exact value of t.

bruh instead of asking here
just copy paste into google

https://www.jmap.org/Worksheets/F.TF.A.2.UnitCircle.pdf

learn to google bro it's #1 skill in academic/work life ngl

 

[Deleted member 12303]

bruh instead of asking here

just copy paste into google

https://www.jmap.org/Worksheets/F.TF.A.2.UnitCircle.pdf

View attachment 1022997
learn to google bro it's #1 skill in academic/work life ng

yessss thats the answer thx

 

[Mr.cope]

oh yeah bro its over lol
im taking precalculus and i quit doing work the 3rd week of school

 

[Mr.cope]

oh yeah bro its over lol
im taking precalculus and i quit doing work the 3rd week of school

nvm the answer is above me

 

[Deleted member 12303]

oh yeah bro its over lol
im taking precalculus and i quit doing work the 3rd week of school

this is high school algebra jfl

 

[Mr.cope]

this is high school algebra jfl

you dont have pre calculus in your high school?

 

[Jason Voorhees]

the pic will doxx me

Here's the method.A unit circles radius is 1 and the equation of circle is x^2+y^2=r.This equation is true for all the point Lying on the circle

Hence the equation thus formed is equal to

t^2+4/7^2=1 u will get two values one positive and one negative the negative one is the answer because it was stated in the qn that the point is in the second quadrant

 

[Deleted member 12303]

Here's the method.A unit circles radius is 1 and the equation of circle is x^2+y^2=r.This equation is true for all the point Lying on the circle

Hence the equation thus formed is equal to

t^2+4/7^2=1 u will get two values one positive and one negative the negative one is the answer because it was stated in the qn that the point is in the second quadrant

i got lucky i picked the negative one

 

[Deleted member 12303]

you dont have pre calculus in your high school?

im an ameritard

 

[Jason Voorhees]

i got lucky i picked the negative one

This is basic math jfl if u can't solve this gg for u

 

[Deleted member 12303]

This is basic math jfl if u can't solve this gg for u

I was browising here while the video was teaching it jfl at my teacher for using a vid to teach her students

 

[Deleted member 8706]

fucking retards imagine working on life instead of ldaring and going ER at your 25s after everything runs out jfl 0IQ

 

[Deleted member 7125]

My math skills are at a 3rd grade level lol, I have dyscalculia

 

[Deleted member 12303]

fucking retards imagine working on life instead of ldaring and going ER at your 25s after everything runs out jfl 0IQ

i will be serious next year

 

[Deleted member 12303]

My math skills are at a 3rd grade level lol, I have dyscalculia

i will use this forum as my tutor lol

 

[Subhuman trash]

point M (t,4/7) is located in the second quadrant on the unit circle. Determine the exact value of t.

Inverse sin of (4/7) then take the cosin of that number. @ImprovLoser do I iq mogg you?

 

[Deleted member 2597]

Inverse sin of (4/7) then take the cosin of that number. @ImprovLoser do I iq mogg you?

Yeah