there are little children starving in india and being forced to work mining clay, and you have the money to spend on transition? you have no place to call your life a living hell, you privileged urbanite bastard

True. It can only give accurate results if the answer was in the training data. On top of that it seems to be capable of translating the result into other languages. I.E. from mathematical notation into code, as long as the answer is not too complex or long.

it just solved the thing, it said
x= 262,
y = 175,
z = 1. YOU ARE A FUKCING LIAR I WILL FKIN SLIT YOUR THAROAT YOU FUCK I WILL RIP YOUR INTESTINES FOR LYING U AUTISTISTISTIC FUCK

Let's assume x=0 and y=0 for simplicity
Let's also assume z=0
Now it's easy to see that 0 isn't equal to 1000
Clearly there is no solution so you gave it am impossible problem

[eqn]S=left{,
left.vec{x}=begin{bmatrix}
500\0\0
end{bmatrix}+lambdabegin{bmatrix}
-3\2\0
end{bmatrix}+mubegin{bmatrix}
-50\0\1
end{bmatrix};rightvert;lambda,muinmathbb{R}
,right}[/eqn]
What gives? Was this your homework or what? I don't get the point of the thread.

>not even chatGPT

nagger, if you're trying to piss me off you succeeded

This belongs to a class of unsolved problems called the abc conjectures iirc

Really?

I thought it was just algebra... Linear algebra at the most.

It is algebra but there are still many unsolved problems even in algebra

It is linear algebra and modular arithmetic, this is retarded and very simple

I know at least 3 solutions:

(x,y,z) = (500, 0, 0)

(x,y,z) = (0, 333.33.., 0)

(x,y,z) = (0, 0, 10)

The remaining solutions are left as exercise.

Just invent a new number that covers all the cases.

Run a computer program checking for each integer x up to 100 and for each integer y up to 100 whether [math] 2x+2yin 100mathbb{N} [/math]

It's just a plane in R^3.

You need to find the grid meet points in N^3

x=3, y=-2, z=10?

2*175+3*50+100*5 = 1000

x=175

y=50

z=5

The correct answer

there are little children starving in india and being forced to work mining clay, and you have the money to spend on transition? you have no place to call your life a living hell, you privileged urbanite bastard

How is this hard? There's tons of solutions. The immediate one I saw was x = 150, y = 200, z = 1

ChatGPT needs lessons in arithmetic

ChatGPT is a language model, it can't do math.

True. It can only give accurate results if the answer was in the training data. On top of that it seems to be capable of translating the result into other languages. I.E. from mathematical notation into code, as long as the answer is not too complex or long.

Look closely at the first sentence of both yours and cgpt's, you can see that cgpt reads it in *italic*

ChatGPT is fully capable of generating complex results

Nah, it cheats looking in its training data and seasons the result text with tons of gaslighting.

I don't get it, is this supposed to be funny?

Just a middle school equation?

Without more constrains it has infinite solutions, and GPT gave me the correct answer. OP is full of shit.

it just solved the thing, it said

x= 262,

y = 175,

z = 1. YOU ARE A FUKCING LIAR I WILL FKIN SLIT YOUR THAROAT YOU FUCK I WILL RIP YOUR INTESTINES FOR LYING U AUTISTISTISTIC FUCK

X = 0

Y = 0

Z = 10

You're welcome. Math majors can suck a dick.

for x in range(500):

for y in range(334):

for z in range(10):

res = 2*x+3*y+100*z

if res == 1000:

print(x,y,z)

there are 922 solutions

IndentationError: expected an indented block after 'for' statement on line 1

> say you don't know how to program in python without saying you don't know how to program in python

Even without the syntax error mentioned in

your code misses two solutions: (500, 0, 0) and (0, 0, 10), since range(n) iterates from 0 to n - 1

this is what happens when matlab programmer tries to program in python

>Bot.info figures out Diophantine equations again

(2,32,9) is a solution

(26,16,9) is also a solution

(102,32,7) is also also a solution

I don't know what this means

Then go back to baby algebra to understand how to plug in numbers into letters and get a number when you simplify

If X,Y and Z are natural integers, we can easily see that Z < 11 (othewise, LHS is stricly greatet thab RHS).

There's no information given. X,Y and Z could be any real for all we know. If you allow negative values the number of solutions is infinite.

The number of solutions are still infinite even if you don't have negatives

I meant negative integers but yes, I see your point.

Because chatGPT is a language emitter, not a calculator (not even a poor one)

Let's assume x=0 and y=0 for simplicity

Let's also assume z=0

Now it's easy to see that 0 isn't equal to 1000

Clearly there is no solution so you gave it am impossible problem

[eqn]S=left{,

left.vec{x}=begin{bmatrix}

500\0\0

end{bmatrix}+lambdabegin{bmatrix}

-3\2\0

end{bmatrix}+mubegin{bmatrix}

-50\0\1

end{bmatrix};rightvert;lambda,muinmathbb{R}

,right}[/eqn]

What gives? Was this your homework or what? I don't get the point of the thread.