At 9am ship A is 50km east of the ship B. Ship A is sailing north a 40km/h and Ship B is sailing south at 30km/h. Howfast is the distance between them changing at noon?
draw first
I'm not sure how to draw it. It looks weird
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set up your equations
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so this is quite similar with falling or sliding ladder problems
figure out the plan of attack then post here what you came up with
I have no clue... Is there two right triangles in this?
there are two triangles, correct. that is if you want to see it that way
you are looking for the \(\sf \large s\) between the two ships and the only way to really do that is to draw a straight line between them continuously from 9AM till 12PM
Do we need to figure the distances of A and B?
that's what it is asking eventually, the distance between two ships - but at what rate they are going farther away from each other
I'm not sure how to do this...
We need to use this: a^2+b^2=c^2 ??
ye
Do we need to divide 50 by 2?
@nincompoop
I really need for you to think this hard
Can you give me another hint?
I got these numbers 5sqrt601 and 5sqrt349
Really don't get this, can you please explain it...
What am I finding? Like I got sqrt (120^2+25^2) which is 5sqrt601
:(
-.-
forget related rates right now
first things first, can you draw the right picture
and do you know the geometry of this problem
the idea of related rates is very simple if Dan moves 2 steps for every step NIN takes and if nin is taking 10 steps a min Then I must be taking 20 steps a min as iam taking 2 stesp for every step nin takes
The same idea is applied here
herse another way to see what is going on maybe it will help u visualize better
the horizontal distance is the same all the time but the vertical distance is changing so
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