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The Highlander
replied to the thread
How many glasses with a base of 68 mm will fit the tray of 28 x 42 cm
.
Think about it. Even if you squeezed all the glasses together (right up next to each other), each glass would occupy a square of 6.8 cm...
Today at 6:06 PM
Dr.Peterson
replied to the thread
How many glasses with a base of 68 mm will fit the tray of 28 x 42 cm
.
Can you fit circles together to fill a rectangular space without any extra space between them? That's what you're assuming. This is not...
Today at 5:31 PM
J
Jignesh77
posted the thread
How many glasses with a base of 68 mm will fit the tray of 28 x 42 cm
in
Geometry and Trig
.
This glass has vertical sides. The diameter of its base is 68 mm. How many of these glasses will fit of this rectangular tray (28 cm ×...
Today at 4:39 PM
S
Simon Penland
reacted to
blamocur's post
in the thread
Recursive compression algorithm
with
Like
.
April 1st ?:) More seriously, random data cannot really be losslessly compressed.
Today at 7:42 AM
Dr.Peterson
replied to the thread
What determines how we group in method of undetermined coefficients?
.
I'm not sure whether your actual question has been answered fully. The quote you showed appears to be just a book's solution to a...
Yesterday at 11:03 PM
Steven G
replied to the thread
What determines how we group in method of undetermined coefficients?
.
If you have a set of functions which you multiply each function by a scalar and then add these together you have a linear combination of...
Yesterday at 6:36 PM
E
eipi45
replied to the thread
dividing a load of work correctly
.
In exam questions there are conventional simplifications. Circles are perfectly circular, smooth inclined planes are perfectly smooth...
Yesterday at 6:17 PM
Integrate
reacted to
Dr.Peterson's post
in the thread
What determines how we group in method of undetermined coefficients?
with
Like
.
Here is the definition of linear combination: Or look here, for a quicker version: Or are you asking why linear combinations are...
Yesterday at 4:55 PM
M
Metronome
replied to the thread
Is there a systematic classification of the most common computer science algorithms?
.
I don't think complexity classes are the partition I'm after. The context in which this arose is that I'm writing a very dumb...
Yesterday at 4:02 PM
Dr.Peterson
replied to the thread
What determines how we group in method of undetermined coefficients?
.
Here is the definition of linear combination: Or look here, for a quicker version: Or are you asking why linear combinations are...
Yesterday at 3:54 PM
Integrate
replied to the thread
What determines how we group in method of undetermined coefficients?
.
What makes it a linear combination?
Yesterday at 3:12 PM
Dr.Peterson
reacted to
mario99's post
in the thread
Solve dy/dx= 6e^y sin3x when y=0 and x=0
with
Like
.
I have read everything you have provided carefully and here is my conclusion. y = -\ln|-2\cos 3x + 3| does not satisfy the differential...
Yesterday at 9:04 AM
A
Agent Smith
replied to the thread
Terrence Howard Math?
.
By the way, cogito, in modular arithmetic, 1 full turn = n full turns i.e. 0 = 2 \mod 1 Maybe someone should tell Mr. Howard that 2...
Yesterday at 2:36 AM
A
Agent Smith
replied to the thread
Terrence Howard Math?
.
Perhaps, in terms of multiclause functions f(x) = \begin {cases} x^2 \text{ if } x \ne 1 \\ 2 \text{ if } x = 1 \end {cases}
Yesterday at 2:28 AM
A
Agent Smith
reacted to
fresh_42's post
in the thread
Terrence Howard Math?
with
Like
.
Almost. \lim_{n\rightarrow \infty}\left(1+\frac{1}{n^2}\right)^n = 1. And we can certainly define 1^\infty :=\lim_{n \to \infty} 1^n =...
Yesterday at 2:21 AM
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