Ok, it's official! It appears my mathematics has developed a sever case of rust! Either that, er I'm just not good. Probably the later (lol)
I can't seem to figure "backwards", trying to figure for "DEPTH", rather than from the forumula in the book, which figures from "frequency".
I'm trying to do this by hand first, so I can see it work.
Anyone want to confirm how to break down the forumla
F=200 x the square root of (P)/(D)x(T), so I can figure back for D? So, would it be D = (P)/(T)x((200/F)squared)?
I don't seem to be doing this right.
I really need to figure for depth, rather than from Frequency.
Thank you
I can't seem to figure "backwards", trying to figure for "DEPTH", rather than from the forumula in the book, which figures from "frequency".
I'm trying to do this by hand first, so I can see it work.
Anyone want to confirm how to break down the forumla
F=200 x the square root of (P)/(D)x(T), so I can figure back for D? So, would it be D = (P)/(T)x((200/F)squared)?
I don't seem to be doing this right.
I really need to figure for depth, rather than from Frequency.
Thank you