Cube Trick | How to find Cube of three digit Number | 3 digit cube numbers | Zero Math
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- Опубліковано 27 лис 2024
- How to Find Cube of 3 digit number | Cube Trick | How to find Cube of big Number | 3 digit cube numbers | Zero Math
About Video :
This is the fastest method to #cube any number close to 1000. This #mathtrick is divided into 2 parts.
1 : Find cube of number grater than 1000
2 : Find cube of number less than 1000.
This vedic math trick is extremely easy that you can obtain answer in just 2 second. I am pretty sure that you are going to love this cube calculation trick.
Please do pass your comment's on the video and share the video with your friends as well and do not forget to like our channel #zeromath.
You Can visit the Zero Math Facebook page on below link :
/ thezeromath
We will keep coming with exciting tricks and math concepts for you.
link to find the cube of 2 digit number :
• How to find cube of 2 ...
link to perform the subtraction in mind:
• subtraction in mind | ...
Take home from this video:
Trick to calculate cube of 3 digit number
How to Find Cube of 3 digit number
How to Find Cube of 4 digit number
cube of 3 digit number
Trick to calculate cube of 4 digit number
how to find cube
Trick to calculate cube of number close to 1000
Fast way to find cube
Cube Trick
how to find cube of a number quickly
how to find cubes in vedic maths
#Cube #Math #Trick
#fastmath #vedicmath #easymath
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Best method on youtube sir...thank you
Thank you.
Very nice video. Thanks for trick.
Wow.. keep uploading amazing content.
ua-cam.com/video/HI8khZyYz0c/v-deo.html
👍👍👍
a great video , really helped , thank you sir
Welcome dear
Great
This vid was 9 minutes long. In that much time I can find the CR of ANY random number to an accuracy of 7 digits using only a pen and a piece of paper of 4 x 6 inches
I love you Sir . I really appreciate . I'm from India
Thanks dear
Very clear sirvgood job
Thanks
good video
Thank you.
Another geometric progression,followed by adding holds good for this no
Soon I will explain that
Mukund
As in this has helped me a lot thanks
Thank you soo much sir..
Welcome
Super useful trick for me.
Glad to hear that
What will you ever use it for??
To use it, we need 2 things: the number in question must be a perfect cube, AND you must actually KNOW that it is a perfect cube
This is never going to happen in any real calculation you do in your life
The trick cannot even be used to approximate the answer for any random number you will encounter
Namma super
Hi..do you have a website
For 413, the base is 500 but not 1000, 413 becomes -37, u have to add 37^3 in the end, complicated, vedic methods are based on baseno only,
It's always nearer to base no, then easy, otherwise complicated
Mukund
Is it possible to do for 1997
That's okay but how to find cube of any random number? such as, 6354?
Sir pls tell me that how can I find the cube of 5.672
Dear, in such complicated number I will always recommand to split the number and find answer in this case you can split number as 5600+72 and apply formula of (a+b)^3. You can find video how to find cube of 2 digit number in the video on this channel.
Generally in any exam when thy give big numbers they never intent to check your calculation ability rather thy want to check the logical thinking. I have posted video on digital sum and how to use to find the cube from multiple choice questions, that will also be useful for you
greatar than 1000 cases
Why is it __×2 as much with the extras of part 3? And that sat in part one
How can we calculate tje cube of 3608 , 3500 etc..
How can we calculate the cube of 413 sr?
Kindly explain 834 cube. I m confused
Dear Vikram, its recommanded to use this trick for number close to 1000.
We will come back with another trick for such problems.
Bases of adding bataya hi nahi like 523,422,711
So,This method don't work (1025)³
625*625*625?
2 seconds me toh nhi nikala sir...10 sec lage
😂😂
There are drawback
Dear can you please enlist.. which will help other audiance as well
Please Reply fast sr as soon as possible
ua-cam.com/video/HI8khZyYz0c/v-deo.html