what equals 1089 Why is it always 1089 This is the reasoning behind Always End With 1089 We will need a little bit of algebra but stick with it it is not difficult Show the number as ABC Reverse this to get
The number you will get is 1089 For example if you start with 532 three digits decreasing order then the reverse is 235 Subtract 532 235 to get 297 Now add 297 and its reverse 792 and you will get 1089 Presentation Suggestions You 1089 is the integer after 1088 and before 1090 It is a square number 33 squared a nonagonal number a 32 gonal number a 364 gonal number and a centered octagonal number 1089 is the first reverse divisible number The next is 2178 1089 2 8712 4 and they are the only four digit numbers that divide their reverse
what equals 1089
what equals 1089
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StudyForce Biology Forums Ask questions here Biology Forums index php board 33 0Follow us Facebook facebo The 1 089 rule isn t really a rule at all it s more like a fun thing that happens with numbers that you can explain with algebra What it tells you is that you can pick any 3 digit number with decreasing digits like 742 or 863 and
If you think 99 as 099 it works because 099 990 1089 So in general if you think that A C 1 0 is OK then it works If you think 100 A C 1 9 cdot 10 10 A C Subtract the lower from the higher If you get 99 put a zero in front to make 099 First bit of magic your answer will have 9 in the middle Also the first and last digits will add up to 9 Reverse this answer Add the last two answers Second bit of magic the total is 1089 Example a 741
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Many number patterns are entirely predictable If you rearrange any number to form a new number and find the difference between the two numbers i e subtrac Classic Puzzle Take a three digit number one where the first and last digits are different by at least 2 2 Reverse it and get the difference between that and the first number
Here comes the surprise regardless of your original selection the final result will always be 1089 I am going to explain shortly why this is so but first either give it a thought or experiment with The well known 1089 trick see e g here says that if you take a three digit number subtract its reverse and to this answer add the reverse of the answer again then you
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what equals 1089 - Self multiplication of numbers show what times what equals when a number is multiplied by itself and recurring list of self multiplied number till 1 is showed