how to i calculatte the height h

[silver musk]

pls help

@everyone

ups

[cunning swallow]

You shouldn't really try pinging everyone in a server with 20k people

Use Pythagoras theorem. . To find length of segment perpendicular to AB from M.

[frosty jewel]

Is this a question?

because there are so many ways to find h but

Is there any given components?

[frosty jewel]

@silver musk

[silver musk]

we have s and r

[tight nacelle]

You use pythagoras theorem to find the gap legnth between M and the bottom of h. MB^2 - r^2 = (r-h)^2

Then, you just square root it to get r-h, and you subtract that from r to get h.

[frosty jewel]

Great, then here is a short steps for that

[silver musk]

omg tysm

but how do form to h

[frosty jewel]

describing equation for h?

[silver musk]

yes

pls

[frosty jewel]

hm

[silver musk]

i am bad at this

(s/2)^2 + r^2 - 2hr +h^2 = r^2

(s/2)^2 + r^2 - 2hr = r^2 - h^2

[frosty jewel]

this is the simplest I could do

oop the last part is incorrect

here

I don't know for what you will use this for

I solved many types of Circumference And Area questions but came across to something like this for the first time

[silver musk]

tthx

4h^2 - 2rh = -s^2

ok

[silver musk]

bro we made it so hard

why think so complicated

we have r and s

lets say r-h = x

using phytagoras

r² - (s/2)² = x²

now we have x

and h = r - x

[frosty jewel]

sure you can name it that way

here

a question for you

find the "r" of this circle

then find the length of |AB|

[silver musk]

r = 10

AB / 2 = r² - 6²

AB = 2(r² -6²)

= 2(100 - 36)

2 x √(64)

2 * 8

AB = 8

[frosty jewel]

wait

LOL NO
AB = 16

[silver musk]

ok