So 26+3 = 29.ĥ.It’s magic time! Tell them to subtract 6 from this number. So 10 +3 = 13ģ.Ask them to double this numberSo (13×2 = 26)Ĥ.Next, add the second digit of their age to the resulting number.
So if they are 23 years old, then (2×5 = 10)Ģ.Tell them to add 3 to this number. Guess your friends’ age using a calculator!ġ.Ask your friend to multiply the first digit of their age by 5.
#MAGIC TRICK WITH NUMBER SERIES#
Well, this is again nothing but a series of logical steps that are followed that leads to 1089! Surely one of the cool math tricks out there! And It’s time for some magic! Add both numbers in step 4 & 5. Now, reverse the order of the number you got in step 4. Subtract the number in step 2 from the number in step 1. Now, arrange the digits in step 1 in ascending order. Now, all you do is rearrange these digits in descending order which makes it 851ģ. Choose any 3 digit number, let’s say 581Ģ. And you're going to put the larger number on top of the smaller one and you're going to subtract. What you're going to do then is basically you're going to reverse the number that they just named, which is 321. And you're going tell them you're going to randomize the number. Hocuspocus! You can now predict the numbers on the two dice by subtracting 25 (77 – 25 = 52)ħ. It can be any three digit number like I said, three different numbers. Now, add the number on the second die (75 + 2 = 77) – and now ask your friends to tell you the answer.Ħ. Next, multiply the answer by 5 (15 x 5 = 75)ĥ. Now tell them to multiply the number on the first die by 2 (5 x 2 = 10)Ĥ. Ask your friend to roll two dice without telling you the numbers e.g. This is actually a series of logical and sequential steps that give the answer as 8 always.ġ. (28 + 5 – 33)Ħ.And now it’s time for some magic! Simply ask your friend to subtract the original number from the number they get in point 5.ħ. Now, ask them to subtract one from the chosen number. 6 to the answer you got in point 3 which makes it 6+124 = 130!Īsk your friend to choose any number, let’s take 25.ġ. And finally, add the leftover ‘ones’ i.e. Now add this ‘split tens’ to the first number which makes it 70 + 54 = 124.ģ. We simply split the second number into ‘tens’ and ‘ones’ which makes the number 76 = 70 + 6.Ģ. So for this trick, we simply take two numbers – let’s say 54 and 76.ġ. It might seem like you are reading their minds but in reality, it’s just simple maths! Adding Two-Digit Numbers really quick! Ask somebody in the audience to pick a number between 1 and 60, but not tell anybody what number they have chosen. There are simple and easy to perform math-magic tricks that you can do to impress your family and friends. I'll number the cards 1 to 6 (sorted by the number in the top left corner) and will analyse which numbers occur on which cards.Not many people know, but math can be pretty ‘magical’ at times. Let's have a look at the distribution of the numbers on the cards. That's the entire trick! But why does it work?Įxploring the trick - something about those numbers
How did the magician know? Did they memorize all the combinations? No, they added up the numbers in the top left corner of the cards they got back from the volunteer. The volunteer is baffled: the number is correct! The audience cheers, the magician takes a bow, and the volunteer? Still amazed. The magician immediately knows which number the volunteer chose and announces it. They should give back all the cards with their number on it. Now the volunteer is presented six cards with loads of numbers on them: So, the magician asks a volunteer to pick a number from 1 to 63 and keep it secret. Instruct your spectator to think of a number between 10. The trick is called The Magic Computer and as a developer I was curious: How can a stack of six cards be a computer? Let me explain. Mental Math Magic Prediction Secretly take note of the card at the 10th position in a deck of cards. It was in one of those party bombs, you know, those that spill all kinds of toys or sweets through the entire room when exploded.
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