Homework Statement
Use calculations to determine what could happen to the 215mm wide glass window if it is tightly fitted into teh aluminum frame.
The temperature in the mechanical wrokshop was 20 C
The Maximum temperature in Bahrain = 55 C
THe Minimum temperature in Bahrain = 5 C...
That was amazing, I'll see if this applies to other functions.
Is there a realistic proof or example that contains releastic things?
It is logical, I would like to see a realistic example and I know that it is hard to find a realistic example that proves derivatives but there has to be an...
Hello guys
I've been recently thinking about derivative and it's applications.
Let's say Y=3x
When X = 1, Y=3
wHEN X = 2, Y = 6
When X = 3, Y = 9
Dy/Dx is the rate of change in Y with respect X, it is 6-3/2-1 =3/1 = 3
and the derivative is 3.
Let's Y = (X)^2
When X = 1, Y=1...
do you mean that 2h - 128/(h-8)^3 - 16/(h-8)^2? if you meant that, then the (h-8)^3 comes from multiplying (h-8) times ( h-8)^2, what you do is you add the exponents.
It is like x times x, you add the exponents if the bases are the same, it becomes x^2, 5 times 5 is 5^2.
x = 3siny
dx = 3cosy dy
(9-9siny^2)^1/2. 3cosy dy/9siny^2
(9-9siny^2) = 9cosy^2 because cosy^2 + sin ^2 = 1, multiply both sides by 9.
it becomes
3cosy . 3 cos y dy / 9 siny^2
9cosy^2 dy / 9 siny^2
it becomes cosy^2 dy / sin^2 which is coty^2 dy
but 1 + coty^2 =...
Hello there
Find the lim of this function using Algebra alone and without using
Newton Method or L'Hapital Rule, only Algebraic manipulation is allowed.
I have previously posted this lim but no one did solve it algebriaclly, I solved it using
Algebra and uploaded the solution.
Lim...
Hello there
I am not sure but I have few ideas and they might help.
[1-secH(X)]^2 becomes -tanH(X)
[cosX]^2 + [SinX]^2 = 1
Dvide by [cosX]^2 and you will have
1+[TanX]^2 = 1 over CosX^2 which [SecX]^2
1- [SecX]^2 = -[tanX]^2
The root of the first one is -[tanX] if I am not...
Hey there
I do study a textbook at School called Plane Geometry, it is about 3d dimensional figures, it starts with explaining Planes, points and lines, then It starts with theories, then I have to prove something like a line perpendicular to a plane and things like that. I googled Plane...