/b/ - Random

A place for random musings and discussions.

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Habbening 2.0 - Aajao

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How many of you can genuinely solve this?

Anonymous

IN

ebQEDN

No.156459

Anyone who is 12th pass in science stream should be able to solve this.

Anonymous

IN

obQWXh

No.156461

>>156459(OP)

Ban this nanhajeet. Mods!!!!!!

Anonymous

IN

ebQEDN

No.156462

>inb4 AI chamars and jewgle bhangis

Don't

Fuck off

Anonymous

IN

J8h/bb

No.156463

no, i cant,

Anonymous

IN

ebQEDN

No.156465

>>156463

Atleast try yaar, what comes to your mind?

Anonymous

IN

DJ0fdi

No.156469

Maximize

(46-x)156* 6x?

Anonymous

IN

DJ0fdi

No.156470

>>156469

*40-x

Anonymous

IN

xXwe1a

No.156471

>>156469

(40-x)(156+6x) chamar

Anonymous

IN

ebQEDN

No.156472

>>156469

It will be (156 + 6x)(40 - x) saars.

per chair price me 6 ke multiples add honge multiply thode hi honge.

Anonymous

IN

DJ0fdi

No.156474

>>156472

>>156471

Did it like 6yrs ago I don't even remember what the chapter was called ig maximize and minimize.

But I don't remember correctly if it was the graph one or derivative one

ARYA

4rWRjk

No.156483

>>156459(OP)

>application of derivatives question

Yaar heendu…. Kabsy tumhary pas akal ayegy khi khi khi…

Anonymous

IN

ebQEDN

No.156487

Do you guys remember we used to have Math Chad threads of old inch?

I miss Bhangali anon.

Anonymous

IN

ebQEDN

No.156494

Anonymous

ROJR

p0LbZj

No.156499

>>156494

how???

Anonymous

IN

d8ql62

No.156505

>>156499

Let some other anons try yaar

ARYA

4rWRjk

No.156515

>>156494

5:4?

Anonymous

IN

VAoSnE

No.156518

>>156515

right saar

ARYA

4rWRjk

No.156521

>>156518

Not so difficult sirs, gubmint ikjam question?

Anonymous

IN

VAoSnE

No.156523

>>156521

CAT

Anonymous

IN

xXwe1a

No.156525

>>156523

okay now question for you:

which is greater e^pi or pi^e

give reasoning as well

ARYA

4rWRjk

No.156530

>>156525

>>156525

e^pi since x^1/x has its maxima at x = e

Anonymous

IN

xXwe1a

No.156536

>>156530

You are taking out candies one by one from a jar that has 1010 red candies, 2020 blue candies, and 3030 green candies in it. What is the probability that there is at least 11 blue candy and 11 green candy left in the jar when you have taken out all the red candies?

Assume that the candies of the same color are indistinguishable from one another.

ARYA

4rWRjk

No.156574

>>156536

0.582 something something? I am in car sirs its difficult to calculate.

Anonymous

IN

wklwIe

No.156824

This thread made me realise that I'm dumb

Anonymous

IN

h17Q8e

No.156826

>>156494

Assume garima's present to be 30

then garima's age when Raj was 30 would be 20

>age difference remains constant

>it is 10

so present age of Raj is 40

when garima turns 40, Raj would be 50

so ratio is 5:4

Anonymous

IN

h17Q8e

No.156829

>>156471

>>156472

maxima at x = 7

so 156 + 42 = 198

Anonymous

IN

j9VJzX

No.156849

>>156459(OP)

160x39 = 6240

166×38 = 6308

....

196× 33 = 6468 is peak yaha ye option hi nahi hai blaady? Wtf

Anonymous

IN

39pIdy

No.156867

>>156487

>Bhangali anon

I wonder where he is now

ARYA

4rWRjk

No.156873

>>156849

198 hain niggger ke bache (156 + 7*6)

Anonymous

ROJR

c2XscK

No.156875

198

now solve this

Anonymous

IN

j9VJzX

No.156877

>>156873

Are yr woh bc 156 ko 154 imagine kar liya