noo...
i get wat u mean but
like do u follow wat i did??
so like if i was where i was up to...wat wud u do?
haii...ill show u tmw..
lol i realised nearli everything i post up...u say some crap..
y sound so pro for lolz....grr...trials coming up..u betta not beat me... >.<
oh and also in q. 7
find volume enclosed within the circle (x - 1)<sup>2</sup> + y<sup>2</sup> = 1 about the y axis.
this is what i did..
r = x
R = 2 - x
.: A = pi * (4 - 4x)
.: dV = pi (4 - 4x) dy
V = 2 pi * I {0 -> 1} +- 4 sqrt(1 - y<sup>2</sup>)dy
..since x = 1 +- sqrt(1...
help..
using slice fin the volume of the solid obtained by rotating the region
{(x, y) : 0 <= x <=sqrt 6, 0 <= y <= 6x<sup>2</sup> - x<sup>4</sup> about the y axis.
=) thanks
6. A vessel is being filled at a variable rate and the volume of liquid in the vessal at any time t is given by
V = A (1 - e<sup>-kt</sup>)
a) show that dV/dt = k(A - V).........done already
b) if one quarter of the vessel is filled in 5 minutes, what fraction is filled in the next 5...
how about Q17.
A stone is thrown so that it will hit a bird at the top of a pole. However, at the instant the stone is thrown, the bird flies away in a horizontal straight line at a speed of 10ms<sup>-1</sup>. The stone reaches a height double that of the pole and, in its descent, touches...
help..
i cant do some questions in fitzpatrick 3u change of rates
Ex 25 a)
23. A metal sphere is dissolving in acid. It remains spherical and the rate at which its volume decreases is proportional to its surface area. Show that the radius of the sphere decreases at a constant rate...