If the point P(-,y) lies on the unit circle and P is in the third quadrant, what does y equal?..In a fraction if it is possible.
|dw:1348914166058:dw| For any values greater then pi/2 in a unit circle should have a negative x value
oh my goodness (-4/5,y)
@Axohatah
Huh? what are you asking?
instead of (-,y) ....it should be the other....my keyboard messed up or something
well ok then its the same thing, Look at the circle and see in the third quadrant, it shows us itll be a -y value. What i dont understand is how we are supposed to find a y value with no other means to it (like a theta) since the answer could lie anywhere between y=-(4/5)/(tan(pi)) to y=-(4/5)/(tan(3pi/2))
x is -4/5 i think i need where the y crosses the x on the unit circle
third quadrant is between pi and 3pi/2, i don't know how to get it without a theta value, But im guessing its going to be -3/5
I am very confused
|dw:1348915095607:dw|
|dw:1348915026850:dw| i need to find the y value of that
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