Solve puzzles See some nice puzzles that you simply would really like to unravel

There is an excellent saying in our Gujarati language: Kalyo Koydo Kodino!

Well, now let's advance, to a touch brainstorming, but without brainstorming it's forbidden to travel to the solution page!

In other words, a riddle or a riddle or a puzzle seems very difficult until it's solved, but as soon as you recognize the solution, it happens immediately, alas! This was so easy! (What an exquisite thanks to screwing people over and continue the great content!) And let's get to the guts of the matter!)

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Let me offer you touch at the start that a number of the riddles given below are very easy, while some riddles are really mind-boggling and… .. some riddles are only for fun

So let's start brainstorming now….

puzzle (1)

Chhagan is watching Champa, but Champa is watching Magan.
Chhagan is married, but Magan isn't married.
Now you've got to mention is that the husband watching the unmarried man?
Choose your answer from the subsequent options.
1) Yes
2) No.

puzzle (2)

What is the surname that if we write in Gujarati it's two (2) letters, but if we write it in English it becomes nine (9) letters?

puzzle (3)

There is a frog in 10 feet deep well. It climbs 6 feet during the day in an effort to urge out but descends 8 feet in the dark. So what percentage days will this frog begin of the well?
puzzle (4)

A square bulletin board measuring 3 'x 2'. A craftsman involves paint it. After a touch work, when he goes to eat, he realizes that the part he has painted is square in shape. Also, half the entire size is painted, that is, 4 square feet. Now the dimensions of the part that has been painted are measured from top to bottom and are additionally measured from right to left. So how is that possible?

puzzle (5)

If you're taking three out of 5 apples, what percentage apples does one have?

puzzle (6)

One basket holds 3 apples. what percentage apples are you able to put in such an empty basket one by one?

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puzzle (7)


I will offer you 5 gold coins
Hey, be happy! you're getting gold coins!

Each coin weighs 10 grams, but one among them weighs 5 grams. Now you've got to seek out out which coin weighs less.

For this, I offer you an easy weighing fork, although there are not any weights. Also, this trajectory can only be used twice.

So now find me one among these 5 coins that weigh less, using only the scales and also using it twice.
puzzle (8)

You own a gold coin factory. Happy !! Well, now read on

Now you've got a complaint that this artisan makes one among these five sorts of coins weighing but 1 gram. that's 3 grams rather than 10 or 15 grams rather than 20, etc.
Now you've got to seek out out which of those five coins of this artisan weighs less.
For this, you've got an electronic weighing fork, which shows the load of the coins placed thereon, but the condition is that this weighing fork is often used just one occasion.
To find out which of the five baskets filled with these five coins weigh less, using the weighbridge just one occasion.

puzzle (9)

There are three bulbs during a room and three switches of those three bulbs are placed outside the space. The windows of the space are closed in order that it's impossible to ascertain which bulb is on from outside.

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Now you've got to seek out out which bulb has which switch. the sole condition is that the switch can't be turned on and off once you've got entered the space. Although you'll turn the turn on and off as repeatedly as you wish before entering the space, no bulb or light will appear at that point.

puzzle (10)

The first part below is arranged during a sequence of 4 parts of the Ramayana, the second part above it. The thickness of every text is 5 inches, besides the duvet page (upper and lower volumes) is 0.6 inches thick.
Now a worm starts carving these texts and carves the pages from the primary page of the primary part to the last page of the last part.
So now you calculate what percentage inches this worm would have carved in total?

puzzle (11)
A scientist has discovered a species of insects that doubles the subsequent day. Now if we put such an insect during a jar, then on the 100th day this jar is filled with insects.
So now you show which day this jar is going to be half full?
puzzle (12)
 So how long does it deem 10 o'clock to fall?