Calculate mod (the Remainder) using calculator with one step ! (991ES) 

I think my right ear understands now, ty

Iam getting zero when i did in phone calculator how do i figure this😢

Thanks a lot bro for this video. Clearly explained and no clickbait, loved it :)

Thank you bro , tomorrow is my exam and I'm watching this at 4:28AM

Hey thank you for your video however after your video, I was need to learn how can I calculate with regular calculator. So I researched and learned this... happy to share.... When we calculate the remainder (also known as the modulus) of one number divided by another number, we are essentially figuring out how much of the second number can fit into the first number, and what's left over. Let's take the example you gave: 263 mod 14. To calculate this, we can follow these steps: 1⃣ First, we divide 263 by 14: 263 ÷ 14 = 18.7857 We get a decimal answer, but we are interested in the remainder. 2⃣ We can ignore the quotient (the whole number part of the answer) and focus on the decimal part. 18.7857 3⃣ Next, we multiply the decimal part by the divisor (14) and round down to the nearest whole number. 0.7857 × 14 = 10.9998 result is → 11 This gives us the remainder (also known as the modulus) of the division. Therefore, 263 mod 14 is equal to 11. I hope this helps explain the process!

Thx so much for this video, needed it for my exam.

This would have saved me so much time during my undergrad years... just Beautiful

it wont work for me idk why, i keep getting 0

I was looking for this method. I found only 2nd method online, but 1st method will be more useful to my exams

what happens if you have an extremely large value ie 20^37

what is the modulo of -77 mod 180 ? this methode doesn' work for this

Thankyou For Video

Helpfull video... Thanks for uploading this video..

saved my life thanks

Thanks a lot 😊

I’m sorry I don’t get it.

Saved my life got Cg 4 on this course haha ^_^

فديت مصر كلها يسطااا احلى تحية للشعب المصري العظيم من الأردن

Dam good man 😘 it was really help full..

You can solve this problem after that by using shift SD you get the solution for exemple 263 mode 14 you can do this 263 ÷14= then Sift S D you get 18 (11/14) and you have the answer the mod si 11 or pgcd or the remaind

You can use the calculator to solve the équation of ax+by=c if you want I can explain that tanks (with calculatrice CASIO fx-991ES PLUS)

hey man...I'm trying to do 5^23 mod 124. How would I use base functions to do exponents. In encryption the numbers have to be quite big

Thank you Nanba 😍😍😍😍😍

Thank you so much bhai ❤

BROOOOOOOOOOOOOOOOOOOOOOOOOOOOOO THANKYOUUUUUUUUUUUUUUUUUUUU SO MUCHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHHH YOU TOOK AWAY 99% OF MY STREEEEESSSSSS FOR TOMMMM S EXAM

Hey hope you are doing alright just I wanna say that GOD loved the world so much he sent his only begotten son Jesus to die a brutal death for us so that we can have eternal life and we can all accept this amazing gift this by simply trusting in Jesus, confessing that GOD raised him from the dead, turning away from your sins and forming a relationship with GOD.

Brilliant!

Thank you soooomuchhhh

such a good thinker

Another method 263 / 14 Get the fraction part Multiply if by 14 Boom you have the answer Thank Shravan later

very good bro

ربنا ما يحرمنا منك يا باشا

Someone give this man a medal

Your accent reminds me of home, Bahrain. ♥️

FOR POWER VALUES HOW TO CALCULATE MODULES LIKE .2^15 ÷ 24

my calculator alwasy give 0, why?

W THANK YOU!! LET'S GO I GOT IT

فخر العرب

Thank you, very great video! This video has saved me various times

How to do it without switching modes 263/14 = 18.7857 0.7857 * 14 = 10.9998 ~ 11 use your best judgement to determine the whole number

thank you

Yjip got it at last ...lol

You should make clear the order of the operations my dear student.

superb man!!!!!!!!!!!!! Super time saving tricks, Thanks a lot

Thanks

Thanks a lot sir... This trick is going to help me now

Tysm buddy. Awesome trick.

doesnt work with negative numbers but thanks

It's great and it works, but as the base n function only accepts whole digits it doesn't let you plug exponents in the case of modular operations :( Guess the only way around it is doing a^m first and storing the value on ans and then using it for base n

Why does ⌊ 263÷4 ⌋ have to be floor ? If I use the fraction of 263 ÷ 4 in the calculation I get 0 as the remainder 🤔

thank you sir

Thank you you saved my life ❤😂

It gives wrong answer. I tried doing 52 mod 3 and it gives 0. But answer should be 1.

bro just saved my life

muchas gracias tio

For negative b your formula is not working

great video thx very much 1 thing tho it doesn't really work with negative numbers

2187 mod 37 should give 31 but 2187-2187 / 77*77 gives 0 in calculator.!!!! WHY?!

Thanks man. Our exam have questions on what particular day is exactly being told with a date given. This method is extremely helpful to find that out 🎉

THANKS A LOT

why it is so complicated ... the old model of calculator had mod button

To much easy now .... Thanks....

Thanks alot my saviour

How we take mod of minus number by using this technique e.g: -35(mod 11)

Thank you so much brother

عاش فشخ

Thanksssssssssss

Thank you so much for sharing this. You made it easier to understand.

Clear video 👍👍

Try for 15(mod 12) =27 But I got ans 3

A-A/B*B always return 0, My Casio fx-82TL doesn't have base-n mode...

God bless u

god bless

Best❤😊

life saver

Thanks😃

Great!!!

thank you so much you saved my time

Thank you very much brother!

thank you

God bless you

36 mod 17 is giving 0 but the real answer is 2

What we gonna do if i value of mod have a graeter value... For example...... 248^97 mod353.... What will be the answer of this question..... How could we do it by calculator

Thank for uploading

thank you

second method was good

Thankyou so so much.

Easy trick and it's working,good explanation ,very useful to us

Excellent Technique

that's brilliant

This method doesn’t work with big numbers 😢😢😢😢

ما شاء الله

What about 22,49 mod 65 kind of question

Thank you sir for this video it helped me a lot

1 mod 60 showing wrong answer according to your method

Thanks for the tutorial

thanks

how to input 23^30 mod 23 for example?

Doesn't work for negative numbers tho

The answer obtained from the above formula will be 0