Number Puzzle #57
Check your answer:- See Solution
In this kind of questions we have to find some pattern to get to the answer, we can see that getting first two digit and second two digits are easy, most difficult part in this question is to get last two digits.
First two digit = <first_number> * <second_number>
Similarly Second two digits = <first_number> * <third_number>
Now the most tricky part is to get last two digits, if you observe claverly
Last two digits = <first_two_digits> + <second_two_digits> – <third_number> and reverse them.
Thus the answer to this number puzzle is 366329.
WhatsApp- Guess Phone Brand Names
Guess These phone brand names from whatsapp emoticons and smileys
Decode Abbreviations or short form to Sentence
Decode below abbreviations or short form to proper sentences
For Example:
24 H in a D can be expanded to 24 hours in a day.
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WhatsApp – Guess the Hindi Songs Puzzle – 6
Extra one dollar riddle
I have $50 with me, here is the summary of my spent and balance amount
Spend Balance
20/- 30/-
15/- 15/-
9/- 6/-
6/- 0/-
==================
50/- 51/-
Now, How can the total amount be 50 for one column and 51 for another.
From where this extra one dollar came ?
See Answer
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For All Cricket Fans !
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- satenepil (country)
- lbcrebo (profession)
- satenepil (country)
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Dinner time, nice number trick
A nice number trick to play with your friends
Ask them, Using the below operations we will get to know what you generally likes to eat
- Take any number between 1 to 9
- Now multiply that number by 3
- Now add 3 to it
- Multiple it again by 3
- Sum all digits of the new number
And, take final number’s item from below
- Rajma
- Paneer
- Chicken
- Pizza
- Burger
- Gulab Juman
- Chowmein
- Ice cream
- Cow’s shit
Hehe,,, share it with your friends 🙂
No matter what is the number you choose it will come out to be 9.
Now, Perform the steps from step 2
3x 3x + 3 = 3(x+1) 3*3(x+1) = 9(x+1)
9(x+1) is divisible by 9 and we know that sum of all the digits of a number divisible by 9 is also a multiple of 9, here x can vary from 1 to 9, so the final number can vary from 18 to 90, sum of the digits of these will always be 9.
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