Another Blogday, and after two years of two weeks to soften the curve, we're risking an all-out war with the Ruskies. I know, I know... the state department has worked hard for this for a long, long time, and now it's their big moment to go down in history as the people who thought it'd be fun... and worth the risk. Meantime, everything that you see is controlled because the first casualty in WAR is always the TRUTH.
Showing posts with label blogday. Show all posts
Showing posts with label blogday. Show all posts
Saturday, March 12, 2022
Friday, March 12, 2021
Thursday, March 12, 2020
Blogday 13
Tuesday, March 12, 2019
Saturday, March 12, 2016
Magic Number Nine or What Part of Nine Don't You Underdtand? - Happy Blogue Day
9 is a fascinating number. Some say 9 is a magical number. One thing is certain, number 9 is full of surprises.
Any number that is multiplied by nine reduces back to 9 when the digits of the sum are added together.
and etc.
Take any number and add up its components, 523713 for example.
subtract the sum, (21) from the original number, (523713).
You will always end up with the number nine, no matter what number you begin with.
Take any number, 70644 for example. Reverse the digits, (44607), and subtract the smaller from the larger number.
Again, you will always end up with the number nine, no matter what number you start with.
Take any three digit number with dis-similar first and last digits, 864 for example. Reverse the digits and subtract the smaller number from the larger.
The digit in the middle will always be nine and the other two numbers will always add up to nine. When all three numbers are added together, the sum will always be 9.
Large numbers that are divided by nine result in duplicate numbers.
And as if that isn't enough, check out this table of numbers.
Obviously, nine is profoundly significant and a fitting celebratory number for Zenberg Blogue's 9th birthday.
9 times around the sun = 3285 days
3+2+8+5=18
1+8=9
I hope nine turns you on too.
Any number that is multiplied by nine reduces back to 9 when the digits of the sum are added together.
9x9=81
8+1=9
9x3=27
2+7=9
9x582= 5238
5+2+3+8=18
1+8=9
and etc.
Take any number and add up its components, 523713 for example.
5+2+3+7+1+3=21
subtract the sum, (21) from the original number, (523713).
523713-21=523692
5+2+3+6+9+2=27
2+7=9
You will always end up with the number nine, no matter what number you begin with.
Take any number, 70644 for example. Reverse the digits, (44607), and subtract the smaller from the larger number.
70644-44607=26037
2+6+0+3+7=18
1+8=9
Again, you will always end up with the number nine, no matter what number you start with.
Take any three digit number with dis-similar first and last digits, 864 for example. Reverse the digits and subtract the smaller number from the larger.
864-468=396
The digit in the middle will always be nine and the other two numbers will always add up to nine. When all three numbers are added together, the sum will always be 9.
3+9+6=18
1+8=9
Large numbers that are divided by nine result in duplicate numbers.
1 million divided by 9 = 111,111
2 million divided by 9 = 222,222
3 million divided by 9 = 333,333
4 million divided by 9 = 444,444
5 million divided by 9 = 555,555
and etc.
And as if that isn't enough, check out this table of numbers.
0x9+1=1
1x9+2=11
12x9+3=111
123x9+4=1111
1234x9+5=11111
12345x9+6=111111
123456x9+7=1111111
1234567x9+8=11111111
12345678x9+9=111111111
123456789x9+10=1111111111
Obviously, nine is profoundly significant and a fitting celebratory number for Zenberg Blogue's 9th birthday.
9 times around the sun = 3285 days
3+2+8+5=18
1+8=9
I hope nine turns you on too.
Thursday, March 12, 2015
Wednesday, March 12, 2014
Happy Blogueday 7
Happy Birthday
to the
Zenberg Blogue
who turned
seven years old
TODAY
We are so pleased at the success of this informative and entertaining blog. Over 500 unique articles have been enjoyed by tens of thousands of people in hundreds of countries around the world - from Argentina to Zambia.... even in Iran and China.
Pay attention! There's much more to come. You'll be like, "No way! Really?" and I'll be like, "Duh!"
Still traveling at the speed of gravity... plus or minus, (+-).
Still traveling at the speed of gravity... plus or minus, (+-).
Saturday, March 12, 2011
Happy Blogday - 4
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