I received this 2025 greetings.
#2 isn't accurate.
I think, the year 2024 would also give a run for Mathematical money:
First, 2024 was a leap year, which 2025 isn't.
Second, we have additions and subtractions, formulae, and even multiplications in 2024:
Sum of all cubes from 2 to 9:
23 + 33 + 43 + 53
+ 63 + 73 + 83 + 93 = 2024
a2 – b2 formula:
= (a+b) x (a-b)
452 – 12 = 2024
=(45+1) x (45 – 1) = 2024
2024 is the first leap year after 2020.
Also,
When the square of 1 is subtracted from the square of sum of all the
single digits we get 2024:
(1 + 2 + 3 + … + 9)2 – 12 = 2024
Also,
(20 + 25)2 - 12 = 2024
Also, how about this?
5 comments:
interesting...bro where from you get all this?!
Waah: modern day Ramanujan! Truly impressive, Ashis!!
Mathematics... fascinating
You are a Mathematical &/or Numerological Genius Ashish. Proud to be your course mate from NDA
Really nothing great about this. We've to just remember that anything to the power of 1 is still 1. Also, 2025 - 1 = 2024. Any sum of powers of digit that make up 2025, will become 2024, if we subtract similar power of 1. Of course, the last one I could do when I chanced upon the fact that 88 is the difference between square of 44 (1936) and 2024. And, 88 happened to be a multiple of 22, which is part of the fraction 22/7 (or, pi).
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