Sir your frm Tamilnadu but teaching in english it was very usefull to whole indiaa very usefull short tricks love ❤ from Andhrapradesh (ఆంధ్ర ) tqq sir 🥰
Thank you sir for simplifying such a complicated questions. My base in mathematics was fairly below average. Lately, I'm learning all the basics of mathematics through this channel. This is the biggest asset and blessings I've discovered. Thank you so much sir for all the effort you are rendering. May God bless you abundantly.
Thank you so much. I have struggled with this previously, but after watching your video I'm able to solve all kinds of questions related to reminder theory. Thanks again, sir! 🙏
Sir please cover more topics of mathematics for competitive exams, the way you teach is remarkable ❤ everyone should appreciate it if you start uploading more contents in mathematics
Sir I'm from West Bengal Thanks a lot for this charismatic class and your mind blowing teaching I have searched this topic 2 days randomly finally I just click your video and it made a miracle ❤❤🙏🙏🙏🙏🙏🙏
He is just awesome I just follow him doing great work by providing such great teaching for free .Sir I shared ur playlist with my friends and everyone find out it very useful ... Thank you so much
Sir u r like God to me becoz i never had interested in maths but i need to practice but i never know how to solve in easy and rememberble rules so ur videos help me a lot and the way of conveying ur methods is very good i m really glad that u teach us in easy way thank you so much sir thank you is a very small word to you 🙏🙏
sir explaining quants every maths teachers do but explaining in a such a way that student is hvng no knowledge in maths is a big task i generally dont comment.. and for me ur videos are really helpful nd fnly my frnd suggested ur channel sir .. tqsm sir for explaination
Sir you make it so effortless! I am so thankful to you! Your politeness ...is so comfortable. Thank you so much! With all my love and respect... Thankyou from Calcutta!
Sir I have seen some of your videos in aptitude & reasoning .They way u r explaining us is very understanding. From then I'm following your videos for my bank exams preparation....thank you
00:03 Learn about Reminder Theorem in Number System 02:11 Learn how to find remainders for normal numbers 06:11 Divide individual numbers by divisor to find remainder efficiently. 08:22 Finding remainder after division by 16 12:33 Finding remainder for 7^5 divided by 4 14:34 Finding remainder using powers and division 18:20 Practicing multiple questions is crucial for understanding and solving problems 19:53 Finding remainder when 7^129 is divided by 5 23:23 Demonstrating division with remainders using exponentiation 25:06 Finding the remainder when a number is raised to a power and divided by 5 28:30 Solving math problems using negative numbers.
You way of teaching is so so so acknowledging. Thank you so much for making the toughest of tough questions so easy. Lots and lots of love from Bihar as well.
in question no. 7, we can also find the remainder by first calculating unit digits for each number in the numerator and then multiplying the remainder calculated from it. And if this number calculated is bigger than the denominator i.e. 5 in que 7, then again divide it by 5 and you get the remainder of the whole. in my case i first simplified the problem as ( (2^25) * (2^50) )/5, then i found out unit digits for 2^25 and 2^50 seperately by the formulae you gave in previous video, viz. 2 and 4 respectively, now find remainders for 2^25 as well as 2^50 by the help of these unit digits. they will be 2 and 4 only cause a number ending with 0 and 5 will be divisible by 5. now, multiply these remainders we get 8 viz. bigger than 5 (denominator) hence, we divide 8 by 5 and we get 3 as the remainder for the given problem. I HAVE USED ALL THE THREE CONCEPTS FROM YOUR PREVIOUS VIDEOS THAT ARE DIVISIBILITY RULES, UNIT DIGITS AS WELL AS NUMBER SYSTEM. ✌✌
in question number 10, 3^2=9 which is the nearest multiple of 5(since 5^2=10). why did you not take 3^2 instead of 3^4? can anyone please clarify this?
sir here we can also use previous lesson rules for time saving purpose ex- 2 power 75 / 5 here we can divide 75 / 4 then we find reminder 3 then we use this reminder as a power of 2 then we find 8 then we divide 8 / 5 and find reminder 3
Sir i want polynomial eq division method when did u upload the class about that topic..in the remainder class u said the two methods but where is the second method
Explanation are too clear & straight forward, overall I'm pretty certain that his teaching methods has impart to many students pursuing the course. The only sad part of my life is finding ur channel so late.
Sir, your method is good and I think this method is also good for these questions is like e.g 7 power 129 ÷5 Ans: divide power by 4 always and in this case will be 129÷4 and reminder will be 1, then simply what comes in reminder will be new power for no. and here will be 7 power 1 ÷ 5 and result will be 2.
Sir in question no. 8 can we use the 7power 129 as model 3 which we have done in previous video by taking 29 from 129 and divide by 4 we get remainder as 1 so that 7power 1 is 7 and ,7 divided by 5 is 2 remainder can we do in this way directly
Superb bro.. I was expecting this chapter.. Last time I attend the sbi clerk exam I have some dubt for the number system now am clear bro.. Then bro one humble request syllogism topic greaterthen symbol vassu some pblms irukulla I can't understand bro so... Please explain that section..
we use unit digit concept (finding unit digit ) for given number and then the unit digit is divided by given divisor and then remainder will found can we use this method to find remainder? is it possible?
Gud mrg sir 😍😍Tq u so much sir for video ...😍😍its very useful please.. how to prepare prefect in reasoning, arthimatic, non verbility aslo sir ..ratio and proprotion aslo.. Waiting more videos sir from u..
my god sir...too calm too composed...its not easy teaching things so basic when you know a lot about the topic...it can be really frustrating....explaining the topic once and re repeating it again...and still staying calm...slowly teaching and good god...only god has brought me here...im glad ive found this channel...tamil teachers does definitely have their ways with students...god bless you sir also sir will this number system be enough for CDS ?
Sir we find units place for the numerator of given number and divide that unit place value value by the denominator alsoo we get the remainder sir...??
Sir kindly clarify my doubt,for ques 9,10 shall we follow unit digit concept since 517 unit digit is 7 we divide the power by 4 and make it as 517 power 1 then divide by 5
Sir can we use unit place for finding remainder in all questions I calculated the unit place and divided it by the number given in the denomination and all time I found the right remainder
I think using lesson 3's trick is useful to solve these problems. For eg, in question no.8 , 7 ^129 = remainder = 1 ( because 7 ^ anything divide by 4 and take the remainder as you told in the previous lesson) therefore equation becomes - 7^1 diveded by 5 which gives remainder 2.
I am from south india , Sir i searched in RU-vid about mathematics and Reasoning classes , So many results displayed about Arithematics and Reasoning classes , but all youtube classes explaining in HIndi only but your channel only explaning simple english .
In the case of 2^192/6 2^5 is nearest multiple to 6, so divide 192/5 = 38 and remainder is 2. (2^5)^38 x 2^2/6 32^38 x 4/6 (6x5=30, remainder is 2), so 2^38 x 4\6. for all your sums, remainder came 1, here it is 2. what we should do?
sir, when the denominator is less than the numerator, then it is easy to divide, like 2243^165/5, but what if the denominator is greater than the numerator, like 2^256/17 or 15^23 + 23^23/19?
sir for Question 7 can we follow the concept of previous lesson which is model no-3 to find the power by directly dividing the 75 by 4 and put 2 power 3 and then divide by 5 so the remainder is 3
Sir One Important Doubt Can We Apply Unit Digit Module 3 Method To The Power For Numbers in Module 3.For These Type Of Questions .Because Iam getting Correct Answers By Applying Unit Digit Method
