Tuesday, February 12, 2008

Sample Example on Connected Rate of Change

http://www.analyzemath.com/calculus/Problems/rate_change.html

Try Me:
A rectangular water tank (see figure below is being filled at the constant rate of 20 liters / second. The base of the tank has dimensions w = 1 m and L = 2 m. What is the rate of change of the height of water in the tank? (express the answer in cm /s)

31 comments:

Anonymous said...

Answer:1cm/s

Anonymous said...

Answer::1cm/s

Anonymous said...

Answer: 1cm/s.

=DDDDD (:

Anonymous said...

Ans : 1cm/s.

Anonymous said...

1 cm/s

Anonymous said...

1cm/s

Anonymous said...

1 cm/s

Comments : Woo Nicholas rocks.

lol kidding, very simple layout, answers easy to obtain. Just use pink lol, like Kezia says, What the pink? xD

Anonymous said...

ans:1cm/s
easy due to diagram

Anonymous said...

colour and layout should change, seek more help from experts such as bill gates or the school technicians, more organization because its very messy now

Anonymous said...

EDIT: DONT* use pink lol, my other comment said USE PINK =(

Anonymous said...

ANSWER 1CM/S

Wei Hong said...

1 cm/s

Anonymous said...

length=2m=200cm
breath=1m=100cm
hieght=?

dv/dt=20litres/s
=20000cm cube/s

area=200x100=20000cm squere

dh/dt=20000/20000
=1cm/s [ anwer ]

Anonymous said...

1cm/s

Anonymous said...

v=lxwxh
v=200x100xh
v=20000h
dv/dh=20000
dh/dt=dh/dv x dv/dt
1 litre =1000cm^3
20000/20000=1cm/s

Anonymous said...

websites are mundane, unable to capture attention but still its a very gd effort overall. maybe can try tying in with the edulearn thing. or enlist the help of other teachers to find other relevant websites

Anonymous said...

1cm/s
actually i donno how to do because yesterday i never come. i ask amir to teach me. we lose to hong kah sec 3-1. so sad... i twisted my knee then i go massage luckily i never die yet..

Anonymous said...

dv/dt= 20000

find dh/dt

vol of tank =W*L*H
=100*200*H
=20000H
dv/dh=20000
dv/dh*dh/dt=dv/dt
20000*dh/dt=20000
dh/dt=1cm/s

Anonymous said...

V=W*H*L
=100*H*200
=20000H

dv/dt=20litres per seconds
=20000cm^3 per seconds
dv/dh=20000
dh/dt=dh/dv*dv/dt
=1/20000*20000
=1cm per seconds

Anonymous said...

Find dH/dt= dV/dt/w*L
= 1cm/s (ans)

Anonymous said...

1cm/s

Anonymous said...

it is very convenient because we casn now try doings problem sums in a better enviroment(air-con0. Hence i really hope to have more of this acttivity in the future. on top of that we can blog out doubts regarding the recent topics.

Anonymous said...

Ans 1cm/s

Anonymous said...

Ans:1 cm/sec

Anonymous said...

dv/dt= 20Liter/second
find dh/dt
volume of tank= 2H
dv/dh= 20000
dv/dt= dv/du x du/dt
20000 x du/dt= 20000
dh/dt= 1 cm/s


use other layouts, a little tedious to type out the solutions. Clues for the given question and links are helpful.

Anonymous said...

the answer = 1cm/s

the web link is very useful for me to know & understand what are the steps to solve the converting rate qns ...

Anonymous said...

Ans:1cm/sec <<-- confirm correct!! Dont ask mi y -.-

Anonymous said...

W=100
L=200
Base Area=20000
dh/dt=20000(1/20000)
=1cm/s

Anonymous said...

answer: 1cm/s (:

comments:
omg, why pink?
pink is SO last year (:
its okay having this kind of stuff on the website.
ITS LIKE HOMEWORK ONLINE O_O
(oh, man.)


:D what the pink.

Anonymous said...

dV/dt=20 litres/seconds
=20000 cubic cm/s
dH/dt=dV/dtxdH/dV
V=WxLxH
=100x200xH
=20000H
dV/dH=20000
dH/dV=1/20000
dH/dt=dV/dtxdH/dV
=20000x(1/20000)
=1cm/s

Anonymous said...

Ans :: 1 cm/s

C0mmeNt ...
g0 blogskins.com t0 get m0re skins ^^ niice wayy t0 let us d0 m0re work >< hahas.