#Differentiate an equation of a circle lol
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I did it guys
how do I do it š
Point P (5,-3) lies on the circle
Iām supposed to find a tangent to C at point P
oh wait
I just
make a normal from radius to point P
calc the gradient of the normal
and just inverse for the gradient of tangent
oh
it becomes
0/5?
wtf is an infinite tangent
you have to do implicit differentiation
what is that?
infinite tangent is basically where the line is vertical
or dx/dy = 0
why are you trying to differentiate a circle without knowing implcit differentiation
I thought we had to do it
but
nah
I have to find gradient of normal
which is just 0
but thatās where idk
normal of what
if the gradient of the normal from the radius to point P (5,-3) is 0 then what is the gradient of the tangent to point P
oh
hold on
itās straight up
and because gradient of tangent is the negative reciprocal of the gradient of the normal
itās just
this?
how are your y coordinates the same
we are given a point
your diagram doesn't make sense
because that point wouldn't lie on there
wait what was the radius of the circle you got
the radius is 3.5
do you know how the y axis works ?
ok that should be an accurate diagram then
Im doing a level maths and im mixing y and x coordinates š„¹
yeah
well it could be any line of the form x = a
I need a serious sit down about maths bro ā ļø
tangent is x = 5
okay thanks
all we need is equation
oh ok
I was trying to find the gradient
not knowing that
it kind of doesnāt have one? Idk
or 0
0 would be horizontal
what would be vertical
it would tend to infinite
ah
so
the gradient of the centre of the circle and the point on the circle is 0
and thatās right bcs itās horizontal line
but
the line Iāve drawn being x=5 has an infinite gradient?
yes
sort of?
it can take any real value
if y = m(x) + c where m tends to infinite
and we divide by m
we are left with x = 0
y/m tends to 0 as m tends to infinite
so does c/m
i think you could think of it like that
@silver fractal
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