Captain001:
Thought I was going to see a complex equation, only to get shocked by this cheap business math. You can tell the answer without picking up a pen or paper.

Elantracey:
Grabs my pen , be right back .


Question has been solved , came back late but this question is the hardest question ever for you alone.

Sylvarresta:
I hate Mathematics with passion, my dad wanted me to be a Chemical Engineer, because of Math I switched to Medicine where I know I'll be happy.... But sha ur ans 2.228

PHAYOL81:
Dis is exactly y i hate MADmatics....it looks really crazy i cant underrstand a thng.Tell d answr and i'd still found it difficult 2 get it yet.#effect of MADmatics#

Ibadannimowa:
How I fit know?mathematics ppl help me wv ds one

dejt4u:

from all indications, your password is 110010

workings:
given: There are 720 different ways of combining these digits in which only one is my pss wrd
=6! (therefore there are 6digits in d password, no more no less)

also; password to base ten is the result obtained when sixty is subtracted from the solution of
[(11!/10!)×200]/[2²× {√16 +1²)]

Brilliant.

Its all grammar, no real substance in the question.

therefore, the passwrd in base 10 = 110 - 60 = 50,
converting it frm base ten to binary(base 2),
= 110010

mployer:


The ans is not 2.228

XXX5:
A finite set "S" is defined by positive integers "x"...in which 5≤x≤50.
Two numbers exist in the set such that their sum is greater than the upper limit of the set by 5. The digits "057" is the mirrored image of the product of the two numbers (r&n). Calculate the solution of "nPr".



HINT: n>r,
S={5,6,...,r,...,27,...,n,...50}
nPr=n!/(n-r)!

Sylvarresta:
Ooops! Den God will help you with the question

laryom1:
this op is damn funny.... this question has d hardest?? mere looking at it without solving, you can get d answer.... i was actually expecting something like 2^x=4x, find x

pweshex:
I bet that's d only thing u knw from that question

XXX5:






perhaps you should check your workings [(11!/10!)×200]/[2²× {√16 +1²)]
you arrived @ 110 which is wrong.
nice approach man.

UnimkeAk:


Dude chill, I'm having fun ! This isn't an intellectual test.
In which I'll still beat u at it anyways.

watchindelta:
i like maths but only simple once like 1+1

XXX5:
A finite set "S" is defined by positive integers "x"...in which 5≤x≤50.
Two numbers exist in the set such that their sum is greater than the upper limit of the set by 5. The digits "057" is the mirrored image of the product of the two numbers (r&n). Calculate the solution of "nPr".



HINT: n>r,
S={5,6,...,r,...,27,...,n,...50}
nPr=n!/(n-r)!

bataderemi:

this question is a dead end, we cld not get it in secondary school unless we did ojoro

naturalwaves:

You can follow this simple method. Same can be used to solve 3^ X = 9X in which X= 3.

naturalwaves:

You can follow this simple method. Same can be used to solve 3^ X = 9X in which X= 3.