Modular Arithmetic Equations

[@musicphysics-mathematicsfu1840]

You are a born tutor! Government and private companies should invest in you to bring more out of you.

[@tambuwalmathsclass]

Thank you 🙏

[@Resolute7]

If you were my school teacher then I would have never hated this subject

[@henryfayol6667]

Waow! Beautiful

[@afolabiabideymi1057]

I love this.. thanks sir Mr Tanbuwal

[@tambuwalmathsclass]

Welcome

[@terzungwemartins7406]

The second question u solved I don't really understand. Why didn't you test the value of 4 directly into the original question? Because it won't give u the remainder 8

[@MobolajiOsuntade]

You've been really helpful

[@helenasambou9641]

I realy love your vodeo keep it up Thank you so very much I am having maths exams tomorrow. You just made me understand

[@teerreeplayx7653]

Thanks sir God bless you

[@adegbolabasit2621]

Thanks sir. Very helpful

[@AbiolaLawal-t6g]

You are a unique tutor keep on going

[@answeringTech]

Great lesson

[@aderemiadefisoye8789]

Baba, God will bless you

[@faisalmuhammad2752]

your videos are really helpful...

[@MahaLakshmi-z7z]

thank you for your class and it is very useful for me kindly post more topics related to mathematics......

[@AdityaMishra-nd7cq]

I'm INDIAN and proud to be. Your explanation is unbelievable I love it 😂

[@MrDovafox]

Duuuuude you explained this perfectly for my pea brain to understand so easily, while I was stuck on how to solve this for 2 hours...

[@josephinewalker3820]

Great work

[@esoimeme-u7n]

Awesome

[@hichemhatt7886]

thanks a lot

[@LuthenantNelson-io1hw]

Excellent 👌

[@KyaplatDongnaan]

Good job bro

[@RejoiceSani-q1m]

Thank u may God bless u

[@gertrudeabena8198]

God bless you

[@tambuwalmathsclass]

Amen 🙏

[@thelma.okpara]

Thank you sir

[@floxyoge6426]

Come and teach in my school 👏

[@doxjohn3796]

Great work sir, I am going to do my quiz with confidence now. God bless you. 🙏

[@tambuwalmathsclass]

🙏🙏

[@peaceudochukwuanwasi2494]

Thank you sir i have learnt so much

[@esoimeme-u7n]

Need to explain division with unity and adding of zero

[@esoimeme-u7n]

Yh good correct

[@mohamedsannoh4734]

Thanks very much sir👍

[@tambuwalmathsclass]

🙏🙏

[@abiodunolawepo9937]

Sir what about futherbmaths

[@KELVINEZE-t7m]

Thanks a lot🎉🎉🎉

[@samuelbako3294]

Understood now sir thank you Sir 😂😂

[@dicedarlington]

Sir please do you take physics and chemistry?

[@tambuwalmathsclass]

Only Mathematics

[@dicedarlington]

@@tambuwalmathsclass Okay sir🤝

[@henrynwabueze5036]

i can take physics and chemistry

[@walkthroughonthego2476]

my nigga, this has got to be the best explanation ever!

[@orogunshulammite9864]

Thank you so much

[@tambuwalmathsclass]

Welcome 👍

[@monjasonsteng7861]

Thank you

[@nchiminyiboris2412]

Wow

[@tambuwalmathsclass]

👍👍

[@princessaboagye5535]

Pls explain the binary operations.

[@dupeymichael265]

Thanks Sir

[@tambuwalmathsclass]

🙏🙏🙏

[@Arbeits.]

Why is They way you check is different for each question

[@zdt_notmarky6482]

Mr Tambuwal do you know what method should i follow to solve this 19641x = 1 mod(2422) ?

[@christianaamevor-nk2jn]

Sir please what if you are given a question like 7+y=3(mod 8)

[@tambuwalmathsclass]

7 + y ≡ 3 (mod 8) To solve for y, we need to isolate y on one side of the equation. We can do this by subtracting 7 from both sides: 7 + y - 7 ≡ 3 - 7 (mod 8) Simplifying the left side, we get: y ≡ -4 (mod 8) We can simplify the right side further by adding 8 to -4 until we get a positive number between 0 and 7: -4 + 8 ≡ 4 (mod 8) Therefore, the solution to the equation 7+y=3(mod8) is: y ≡ 4 (mod 8)

[@olasunkanmiogunbi333]

Quite don’t really understand how you got that 2 in question 2

[@EdwardEdudzi]

❤🎉

[@HaddyGassama-i5c]

❤

[@beckyamanda2892]

A round over plus

[@israeladjei4738]

Good

[@tambuwalmathsclass]

🙏🙏

[@jumbonadum7673]

Salvation

[@tambuwalmathsclass]

👍👍

[@taswaralam4900]

1+8x=0(mod10) 8x=-1(mod10) 8x=9(mod10) Stuck here cannot get the value which is divisible by 8 can you help me out?

[@imanahchristopher4614]

This has no solution since the gcd of 8 and 10 is 2 and 2 can’t divide 9 without remainder

[@Bollyking1988]

Sir why not finding the multiple of 6 that the cofficient of X which 5 can divide. I mean: 5x =8(mod 6) = 5x = 8+12(mode 6) then x = 20/5 ,x = 4

[@de-miraculouschristianchan9536]

I appreciate your help sir. I have issues with solve x²+1=2mod7

[@gnation855]

X²+1=2mod7 X²=2-1 X²=1 (Add 7 until we get what can be square rooted) X²= 1+7+7+7+7+7(six sevens) X²=36 X=6 Check: 6²+1=37 37/7=5r2

[@amiekaba6360]

x = 6

[@bluelove9768]

No 2 is wrong

[@tambuwalmathsclass]

Correct it then

[@samuelbako3294]

I don't understad😢

[@GiisyNassy]

Which part

[@callistauche-uzoka8365]

❤❤ pls can you eleborate more using a tabular form

[@hameedahuzamot9565]

Thanks so much

[@RejoiceSani-q1m]

Thank u may God bless u

[@RejoiceSani-q1m]

Thank u may God bless u