Number System || Finding Remainder ? (LESSON-4)

#FeelFreetoLearn

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Mine also

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[@fathimafirdous9995]

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! 🙏

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Me also

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[@FeelFreetoLearn]

Thank you for the kindest words madam, you’re most welcome.

[@sameerkudhale8608]

I have used your model 3 of dividing the power by 4 from unit to solve all these problems and the answers are all correct ..... Thank you

[@mercymercy1583]

Yes me too but that model will be applicable to all remender theorem ??please reply

[@pallabiroy4322]

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[@tanishqsatheesh61]

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.

[@baleswarich2255]

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[@FeelFreetoLearn]

Thank you for your remarks madam, I’m glad i helped.

[@163_sakshimalage5]

Thank u sir... u replied an honoured

[@abinayas6221]

​@@FeelFreetoLearn pls reply 25 power of 102 /17 how to do I try.. When 17 divisible mean wat number I can put

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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

[@FeelFreetoLearn]

Thanks for stopping by to leave this very kind remarks on my teaching , madam.

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Why bro you are replying only for madam 😂

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[@sahiltakwale1937]

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. ✌✌

[@kaladikulcha]

Amazing session sir....I watched like a thousand videos...but I understand it now

[@FeelFreetoLearn]

I’m grateful for your kind remarks, Thank you madam.

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[@sk-xe6gi]

Question 517 power 517 ÷5 We divide 4 by 17 reminder 1 7 x 1 is 7 last 5÷7 reminder 2 answer Using unit digit method 😁

[@sahiltakwale1937]

yeah, I too did the same, it is much more easier lol...

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[@SSworld3210]

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[@vedantlive8180]

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

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Good 👌

[@aria5911]

I also used that method...bcoz its too easy🤑🤑

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But not applying this formula for every question

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😂

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Thanku so much sir... For this lesson...

[@thirunavukarasan5226]

Awesome work thanks..

[@ameethnaik3460]

Thank you sir So simple tricks

[@srd8740]

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.

[@neelakantanrk7083]

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?

[@ashwinigundoju9330]

It's not like that brother nearer no means 9/5 reminder is 4 81/5 reminder is 1

[@chinnikannayya7945]

Same doubt

[@chinnikannayya7945]

​​thank you ❤

[@gokulnathan1652]

Vera level neenga ponga

[@manindranarayan6354]

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

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Sir for every video please keep the practise questions link So it will help us to practice 🙏🙏

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[@sanchalbenny]

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.

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[@VamsiUppuluri]

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?

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[@RajeshRachabathula]

Please Do more videos on last models by taking various divisors..

[@divyasuthims2196]

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..

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[@FeelFreetoLearn]

Thank you for your remarks madam, I’m glad i helped.

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Good work... Sir

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[@Harinii5368]

Please let me know how is Remainder Theorem used in Bank exams. What is the need of it?

[@ChendiSathishMudiraj]

Tq so much sir 😊

[@learnsomething124]

In last sum we use 3^anything is ÷ by 4 method used in unit digits ,it save more time

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Sir really amazing class

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Thank you sir very much.