silverblazesilverblaze Forum Posts (56)

RE: The Australian government what’s your vote?

You can be a candidate!!

RE: Puzzle's

How do we post pictures in to a thread? I have a question, but can't explain it without a figure.

RE: Puzzle's

Faithe, your turn..

RE: Puzzle's

Sorry..that was a typo..M=4 and A=5

RE: Puzzle's

oops! Spent about an hour and half to solve it.

Thanks Obscuritan for the clue..else it would have took me a long time..
There may be easy ways to do it, but this is how I did it. Used the trial and error method only at few steps.

Counting the digits, it is like this
M
AAA
RRR
SSSS
V
EEE
NNNNN
UUUUU
TT
P

So either N= 1 or 6
And U=6 or 1

MARS MARS
VE16S VE61S
6RA16S or 1RA61S
SAT6R1 SAT1R6
---------- --------
1EPT61E 6EPT16E

Even if you consider the largest number for each digit 9 for all (even if that is not the case), the total won’t go beyond 2,109,996. Since we have 6 as the leftmost digit in the second option, we now know, N=1 and U=6

Also, we know Sis not equal to 0. If it was the case, adding the first four digit should have given N instead of E (0+0+0+1=1)

Now, the second column from the right has 6+R+R+6. That is 12+2R. No matter what the digit R, the total will be an even number. Also, the reminder from the first column can either be 1 or 2 only. If it is 2, we will not get 1 as the answer for addition of second column. The only option is 1. If that is the case S can have only 3 or 4 as its values (1 = N & U=6. 2 won’t give the reminder 1. 7,8 & 9 will give the reminder 2. If it is 5, then E has to be 6, but we know that is not the case as U =6)

In this scenario, E can have only two values, E=0 or 3
.
.
.
.
Getting bored..
Will tell the answer

M=5
A=5
R=9
S=3
V=2
E=0
N=1
U=6
T=8
P=7

RE: Puzzle's

Correct!! But wasn't it a little easy question? Common, its your turn for the question now..

RE: Puzzle's

Questions please!!!!

RE: Puzzle's

Ok..since no one answered, I will say the answer for the bullet question..
Take 1 bullet from first machine, two bullets from second, three from third and so on until you take 10 bullets from tenth machine. Just weigh it once. If all were perfect you will get 550 grams.
But if the first machine was faulty making 11 g bullets, you will get 551 and if it makes 9g bullets, you will get 549
If it is the second machine, you will get 552 or 548
If it is third machine, you will get 553 or 547
and so on
You just need to weigh once and you know your faulty machine.

Clear?

By the way, I like this thread the most. Something to ignite your logical part of your brain..thank u daggyone for starting it..

So lets move on to the next question..

RE: Puzzle's

roll eyes Why is no one curious about using our brain..? Questions and answers please...

RE: Puzzle's

Should be the Mother in lawconfused

RE: Puzzle's

Where are answers and new questions?

RE: Puzzle's

Oh no! You can't weigh all the bullets and take one each as it is more than one weighing. You have only one chance to weigh. Just one

RE: Puzzle's

I did not tell that they were made of lead. It can be any material. I just put bullets in the case. I could say a plastic bottle making machine, or cork making machine or something like that..

You need to find out the faulty machine by just one weighing.

RE: Puzzle's

They can have different density!!

RE: Puzzle's

Sorry mate. Not the right answer. Let us assume they are of the same size. You can come up with a more intelligent answer. I appreciate your trying.

RE: Puzzle's

No..You can't add one at a time! When you weigh the first bullet from the first machine, your chance is over. You can only weigh once. If you are keep adding bullets, you are weighing it each time. As I explained, you can weigh only once, no matter how many bullets from any of the machines you have. Try again.

RE: Puzzle's

Anyway I planned to be there once and I could n't. So this time I am not promising so that I won't be in the list. dunno

OK here comes the question.

There are 10 machines that make bullets. Every machine makes bullets weighing 10 grams, except one. The faulty machine makes bullets weighing either 9g or 11g,but we do not know whether it is actually making 9g bullets or 11g bullets. You have a weighing machine ( let it be an electronic weighing machine this time for accuracy, but you may use a traditional one too). You can take any number of bullets from any of the machines, but you can weigh the bullets only once.( yes, only one single time). You have to tell which one is the faulty machine..

Kick start your brains!!!

RE: Puzzle's

Ok let me get this right.
There is no mention of who turned up. Given the uncertainity of the question, we can have many answers, provided this is a serious question
1. If the extra 5 are from interstate and those turned up from vic are those who promised no one!
2. If the extra are from vic, we should remove someone from the list.dunno

The extras can be be a mixture of interstate and vic and I loved permutations and combinations in my school.

So which answer you need?

RE: Puzzle's

Good work...that is correct answer..

RE: Puzzle's

let the current age be x

2(x+2)+3(x+3)=6x
2x+4+3x+9=6x
5x+13=6x
13=6x-5x
13=x

so after two years it is 15 years

RE: Puzzle's

Where are the intelligent ones in this forum?

RE: Puzzle's

Common Faithe..what is it then? You can't say the answers we said are wrong, but I will listen what you are going to say..

RE: Puzzle's

common guys & gals..where is the answer to my weight question...?

RE: Puzzle's

Doctor is the mother!!!!!banana

RE: Puzzle's

cousin has three vowels in it where as all others have only two.

RE: Puzzle's

Yep. You are right. Go on . I feel as if you will find the answer

RE: Puzzle's

No..You can't measure all with those four weights. I will explain if anyone ask for it or I can wait till someone comes up with the answer..what do you prefer?

I am talking about those weighing machine where you normally put "weight on one cup and you put the vegetable on the other cup and look for a steady bar that stand parallel to earth" .

Hope I did not complicate things..




confused

RE: Puzzle's

One man had a weight of 40 kg. He accidentally dropped it and it break it in to four pieces. However with these four pieces he can weigh any weight from 1 to 40 kg ( only integers ie 1, 2, 3, 4....... 39, 40). What are the four weights?

RE: Puzzle's

That is correct. Hypotenuse theorem.

RE: How to improve yourself.

the question is whether you want to look in photos or real life..

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