Title

[floral falcon]

Imagine a tanker of height h which is empty initially is being filled with water, water coming out from an oil pipe at the rate of x unit volume/sec. Suppose, initially water is coming alone but oil also began to come from same pipe(mixed with water) such that its rate increases by x² unit volume/sec, then at what height will the amount of water and amount of oil in the tanker will become equal?

[wraith tulip]

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[neon radish]

The problem asks for the height at which this occurs. In a uniform tanker (like a cylinder or prism), the volume is equal to the base area (A) multiplied by the height (H).
If we assume the problem intends for the base area of the tanker to be 1 square unit (or if the rates were originally intended to represent units of height per second rather than volume), the exact height at which the amounts of water and oil become equal is 4 units of height.

[floral falcon]

Unfortunately,the problem is being solved

And the answer is h=50x/πr²

[humble bolt]

Is this ai generated?

[floral falcon]

How do i say u now

[neon radish]

Is taking an hour to write a two paragraph considered AI?

[humble bolt]

No but what did you even write

[neon radish]

I only gave my answer!!

[humble bolt]

Yes but there's zero explanation and the last paragraph just abruptly ends with some numbers that God knows how they came about

Have you gone through the helper guidelines of the server?

https://discord.com/channels/624314920158232616/1429600674584334497

[neon radish]

Thanks for reminding

[floral falcon]

This was a mind generated random question

[wraith tulip]

@floral falcon

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[floral falcon]

+close

[wraith tulip]

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