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logistic_guy
replied to the thread
triple integral
.
Let us write the integral again. \iiint\limits_{Q} \cos(x^2 + y^2 + z^2)^{3/2} \ dV The first thing that I will do is to change dV to...
Sep 13, 2025
logistic_guy
replied to the thread
puzzle
.
\bold{PALM \ TREE} \rightarrow \textcolor{darkblue}{\bold{Raffia}} \textcolor{purple}{\huge\bold{the \ solution \ so \ far}}
Sep 13, 2025
logistic_guy
replied to the thread
amplitude and phase shift
.
We start by solving this homogeneous differential equation: u'' + 2u' + 6u = 0 The complementary solution is: u(t) = c_1e^{-t}\cos...
Sep 13, 2025
logistic_guy
replied to the thread
Euler function
.
:alien:👽 \varphi(9) = \varphi(3^2) = 3^1(3 - 1) = \textcolor{red}{\bold{6}}
Sep 13, 2025
K
khansaheb
replied to the thread
the equation (x + a)(x - a) = 16
.
This is answered in the grade-school, right after when we learn multiplication and division and inverse operation.
Sep 13, 2025
K
khansaheb
reacted to
fresh_42's post
in the thread
0.999... = 1
with
Like
.
It is a definition insofar as a limit is defined. The LHS makes only sense as 0.999\ldots=\displaystyle{\sum_{k=1}^\infty...
Sep 13, 2025
F
fresh_42
replied to the thread
the equation (x + a)(x - a) = 16
.
This depends on where you want to start from. E.g., if you accept that any finite sum of ones won't ever be zero, then we can conclude...
Sep 13, 2025
Dr.Peterson
replied to the thread
the equation (x + a)(x - a) = 16
.
Is it not clear that the product of two nonzero numbers is nonzero? So if a product ab = 0, then either a or b must be zero. You can...
Sep 13, 2025
shahar
replied to the thread
the equation (x + a)(x - a) = 16
.
you say: Why? Is there a proof to this statement?
Sep 13, 2025
shahar
reacted to
fresh_42's post
in the thread
the equation (x + a)(x - a) = 16
with
Like
.
The easiest way to see it is the observation that a product can only be zero if one of the factors is. So we have either 4-a= 0 which...
Sep 13, 2025
F
fresh_42
replied to the thread
the equation (x + a)(x - a) = 16
.
The easiest way to see it is the observation that a product can only be zero if one of the factors is. So we have either 4-a= 0 which...
Sep 13, 2025
shahar
replied to the thread
the equation (x + a)(x - a) = 16
.
The correct equation (4 - a)(4 + a) = 0 I make mistake. The 2 values of a is -4 or 4 like in the opening post. So why there are 2 values...
Sep 13, 2025
Dr.Peterson
replied to the thread
the equation (x + a)(x - a) = 16
.
You can only say what a is if you first know what x is (or, perhaps, if you are told something about the equation). The question makes...
Sep 13, 2025
F
fresh_42
replied to the thread
the equation (x + a)(x - a) = 16
.
There is no answer since you consider two variables. The solutions to this equation are many pairs (x,a). This is in a mathematical...
Sep 13, 2025
F
fresh_42
replied to the thread
0.999... = 1
.
It is a definition insofar as a limit is defined. The LHS makes only sense as 0.999\ldots=\displaystyle{\sum_{k=1}^\infty...
Sep 13, 2025
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