Bro for the (292)^1000 the cyclicity is 4 so the remainder is zero Now since the remainder is zero so we take the last digit (which is 2) and we write its power as the cyclicity of that digit (which is 4) So the answer becomes 2^4 =16 unit digit is 6
For eg if its 2^52 , the remainder will be zero so you have to do - unit digit^cyclicity of the unit digit . So, in the example , it would be 2^4 which is 16 and unit digit of 16 is 6 so the unit digit of 2^52 will also be 6 :D
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10:01 please anyone explain me please
He did
(62)⁵⁴------4
54/4...2remainder....
2²=4
(292)¹⁰⁰⁰----6?
1000/4...remainder 0
2⁰=2¹=?
Bro for the (292)^1000 the cyclicity is 4 so the remainder is zero
Now since the remainder is zero so we take the last digit (which is 2) and we write its power as the cyclicity of that digit (which is 4)
So the answer becomes 2^4 =16 unit digit is 6
Apke accents aur awas bilkul arjun kapoor ke tarah h 😜😜😌😌
Well explained
So easy to follow
Great sir😂😂😂😂😂😂😂😂
Thank you so much sir....
Plz tell me rule when we got Zero in remainder
I don't understand
If reminder is zero...then unit digit ^ cyclicity of the unit digit
292^1000
1000/4
Zero reminder
2 unit digit and it's cyclicity 4
2^4 16
6 is answer
Bhai dekho 0 remainder hain
Jo jab 4 se divide karoge to 1,2,3 to ayega leking 4 kabhi nahi ayega isiliye jab remainder 0 aye to 2 ki power 4 hoga
thank u very much sir
Thanks a lot
Thanku sir its really helpful for me
Sir, I could not understand how to find unit digit when remainder is 0....
When it is 0 then it has completed the cycle and is on the last digit of the cycle
Thanks 😌
Enjoyed the Video
Thank you very much sir❤
Thankyou sir 🌸
You Rocked 👍
Thanks very helpful 🙏🏻
Sir I understand
Thank you sir
10:08 wala koi samjho
Sir Cyclecity of 6 and 4
Hope to see playlists on class 11 & class 12 maths too
Thank You!
Thanks sir
What is this channel for?n
sir NTSE ke liye hai
very usefull sir
Love you 😘
Ye kaun sa class ke topic hai
Cyclicity of number.
Chap - Operation of numbers
class 10th chapter:real numbers 🔢
Sir i want more question on the topic
Unit digit of 3^256?
1
4
In last (292)to power 1000
Reminder is 0
So it becomes 4 not 6
1
1
Thank you so much for this video
Really, l love it
This video was amazing, mind blowing as well.
Thank u
u did it so well my bro ....because u explain us in English
Mast Gazab shaandaar
We need factorial power q for unit digits
good
Ser mines power kaise nikale ispe video bna do
He is just ignoring the the explanation of 0 remain problem
Nice class sir
Thank you so much ☺️
Thank you very much sir, I understood it very properly👍👍😊😊
Tyq
Hi
If remainder is 0 then?
For eg if its 2^52 , the remainder will be zero so you have to do - unit digit^cyclicity of the unit digit . So, in the example , it would be 2^4 which is 16 and unit digit of 16 is 6 so the unit digit of 2^52 will also be 6 :D
Thnx brother : ) @@parthpanchal777
cyclicity of 2 is 5 not 4
no it's 4 👍🏽
It's 4 only my dear
@@_.crystaleditz5730 yes correct
How the fuckk is cyclicity of 5 is 1
Accent toh hain 😂😂😂
13¹⁰⁰/20??
Padhana ata hai
Bolna kya chahate ho
Tne English Kona aati 😡😡😡😡😡
Hindi bolo
Bakwaas teaching
very helpful, thank you Sir!
Thank you sir
Thank you sir
Thank u sir