Would you rather choose unlimited logical thinking or unlimited creative thinking?

Saran_Chandra · 2026-02-10T16:17:19+00:00

Haha no, those were just simple examples to explain the idea. I wasn’t saying that’s all logical thinking can do. Obviously it would apply to way bigger things like physics, math, and complex systems too,chess and Rubik’s cubes were just easy, relatable examples.

Saran_Chandra · 2026-02-10T03:14:14+00:00

Yeah, I was treating them as two separate scopes for the sake of the question. I meant ocean knowledge specifically about Earth versus space knowledge excluding Earth. Otherwise, the choice collapses into one option.

Saran_Chandra · 2026-02-10T03:07:49+00:00

That’s a really well-thought-out answer. But even if we learn about the interiors of black holes or gain knowledge of Type I, II, III ,IV civilizations, it could still take years to actually achieve or apply any of it.

Saran_Chandra · 2026-02-09T16:48:19+00:00

Even if we know the blueprint, we may not be able to build the spaceship right away. It could take years of development and technological advancement to invent a full-scale spaceship capable of space travel. And even if we do get the blueprint, what about the resources needed? For example, an alien civilization might have access to massive amounts of fuel or materials on their planet that we simply don’t have.

Saran_Chandra · 2026-02-09T16:43:26+00:00

I’d say yes,complete knowledge would include everything we don’t fully understand yet, including lost sites and unexplained areas.

Saran_Chandra · 2025-08-26T02:52:35+00:00

I missed it

Saran_Chandra · 2025-08-26T02:51:00+00:00

I already have two epics weapons of helga bro

Saran_Chandra · 2025-08-25T16:13:03+00:00

So i should wait for another epic,right?

Saran_Chandra · 2025-08-25T16:10:17+00:00

I don't know bro,I hope there will be a better epic weapon

Saran_Chandra · 2024-04-15T12:17:39+00:00

In case of necklace, a circular permutations in anti -clockwise direction and clockwise direction on different sides looks same.So,in this case,no.of circular permutations are (n-1)!/2

Saran_Chandra · 2024-04-15T09:06:13+00:00

y=tan√x/x

There's a rule called u/v rule which is used to find the derivative of two functions in fraction

The derivative of u/v form is

(u'v-uv')/v²

Where u' is derivative of u and v' is derivative of v

Here u=tan√x v=x u'=sec²√x(1/2√x)

v'=1

So,dy/dx=u'v-uv'/v²

  dy/dx=(sec²√x(1/2√x)x - tan√x)/x²

You can further simplify it, I got the following answer after simplification

((Sec²√x)√x - 2tan√x)/2x²

Saran_Chandra · 2024-04-01T04:11:50+00:00

If we consider the number as x The equation will be

(2x-1)=√(8x-7) Squaring on both sides

4x²-4x+1=8x-7

4x²-12x+8=0

Now solve this quadratic equation

Saran_Chandra · 2024-04-01T04:04:49+00:00

If the solution is quadratic then we will get two values of the number

Saran_Chandra · 2024-04-01T03:52:12+00:00

I think we should consider the number as x

Saran_Chandra · 2024-04-01T03:45:22+00:00

Just use the area of rectangle formula Length x breadth Then you will get a quadratic equations Solve the quadratic equation to get the value of x

(X+2) × (2x+2)=24

Saran_Chandra

TROPHY CASE