#Application of derivatives
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i would suppose that $\frac{dh}{dt} = 1cm/sec$ here
if h is height and t is time ofc
wolfqz
And tmr is a test
I do not know any thing about cones , I just can solve things related with only circles and triangles
ehh its a right angled triangle in the end
Idk what ur talking abt I just need the solution and Google won't provide it to me and chat gpt sucks at explaining maths
Oki
Its good
the height meets it on the centre
Ok
of the circle at the bottom
Yup got that
so r is the radius of the circle, and since height is perpendicular, this becomes a right angle triangle
Oh ye
Ok
since we are looking for a relation between r and h
we can do tan30 = r/h
ahh yes
coffey will explain it much better than me
@proven adder continue
give up
do it coffey im serious im bad at explaining physics
try next time
this aint ur local general chat 🔥
all he said was "ok"
but
was it a good explaantion
tho
i even drew a figure 😭
i have never done this much work in my life coffey
yes
I do know about cones but the thing is not good enough
just wish I wouldn't have played basketball all day yesterday.
