1.A cone where h= height of the cone
s= slant of the cone
r= radius of the cone
a.Find c,circumference of a cone in terms of x
b.find r, radius of the cone in terms of x
c. find an expression for the slant height of the cone in terms of x
d. find h, hieght...
1. differentiate the volume of a cylinder with v respect to h
my working out:
v= πr^2h
dV\dh= 2πr
n da answer is not right
how do i make da "h" remains in da equation?
could some one please help me?
thank you
1. Show that a volume of a clyinder equals to v= A^2 \ (4πh)
where h= height of the cylinder
A = area of a original paper
how would i prove this question?
could anyone please help
thank you
v= πr^2 h -------1
v=A^2 \ (4πh)-----2
i tried to make h da subject but i got...
1. Find the dimensions of the rectangle with largest area which can be cut from a circle with equation x^2+ y^2= 4
this is the question but i got stuck half way when i was differentiating the equation
how do i work this out :
[square root of (4-y^2)] + ([-y ^2] \ square root[ 4- y^2])
3 The cross-section of a solid prism is an equilateral triangle, The sum of the lengths of the edges of the prsim is 18 cm.
a. find the exact side length of the triangle in cm so that the volume is maximised.
b. Find the maximum volume in cm^3, correct to 2dp
i can't seem to find the...
2 The displacement of a particle from a fixed point is given by x = t(6 − t)(t + 1), 0 ≤ t ≤ 6.
a Find the exact time when the particle is a maximum distance from the fixed point.
b Find the velocity, v, when t = 3.
c Find the exact time when the particle is at maximum velocity.
d Find the...
8 A voltage of 3.0 V is required to operate an alarm
circuit. Only a 12 V supply is available, together with a
number of resistors. The resistance of the alarm circuit is
about 1000 Ω. A student selects four resistors of value
10 kΩ and sets them up in a series circuit. The voltmeter...