Sequences and Series: Lesson 1-Arithmetic Progression

The video covers how to identify an Arithmetic sequence and the use of formula to calculate any term and other related problems. Enjoy! Remember to like and share with your loved ones.
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• Sequences and Series

[@cynthialovespuppies8575]

I don't usually comments but this is among the best videos of AP, you twisted the questions in all the possible ways, you explained and i understood easily

[@OninabResources]

Thank you so much for your interest in one of our videos. We really appreciate your feedback and your compliment means a lot to us.

[@diogoscorner]

Thanks for this tutorial.Really helped me alot to practice for a big Maths Test

[@OninabResources]

You are welcome. We are happy one of our videos is helpful to you. Warm regards.

[@mutaikibet1434]

Thank you teacher for your great job ,its well explained continue with the same spirit

[@mildredbuyaki4896]

very well said indeed.........

[@adigagodfrey2207]

So wonderful You have simplified things to me pertaining A.p Thk u so much.speed, explanations very good. I wish u gud health.

[@OninabResources]

You are welcome. We really appreciate your feedback and compliment. Amen to your prayer while we equally wish you the best. Warmest regards.🤝🤝🤝

[@E_Prudez]

Thanks you so much for taking mr through A.P may God bless you.

[@omotolanikhadijat1658]

This must be one of the best tuition I have had

[@OninabResources]

Thank you so much for your compliment. We appreciate your feedback.

[@Realodeyjames.bethel]

Thanks a bunch!!! Super helpful

[@OninabResources]

You're welcome! We are glad it helped.

[@gabrielnkhuwa1493]

Well explained and simplified

[@adaolowokenry7854]

Thanks Sir for this wonderful teaching. God bless you unreservedly!!

[@laranja371]

I have been looking for this

[@augustinecharlottepagbe8121]

Thanks to you sir. Excellent job

[@OninabResources]

You are welcome. Thank you for your feedback and compliment. Warm regards.

[@mrcooljay7276]

The tutorial was very good. thank you sir

[@OninabResources]

You are welcome. We are glad you found the video useful. Warm regards.

[@gladymoyo1928]

Thank you sir

[@nhyirabernasko9906]

Sir you have help me a lot thanks😊

[@OninabResources]

You are welcome.

[@mohamedelamin7232]

THANK YOU SIRR

[@gaminggru9375]

Nice I have a test tomorrow

[@OninabResources]

Thank you for your feedback. All the best in your test.

[@cyrusbokindo5058]

teacher so why not use 73 or 10 as the T

[@colebold1770]

I don’t understand example 3

[@abdulhameedabdulazeez7905]

I DON"T REALLY KNOW HOW TO JOIN

[@mbolumutunga7028]

The best one

[@OninabResources]

Thanks for the compliment. We really appreciate your feedback.

[@tegenremilin3635]

Wow I could solve this

[@OninabResources]

Thanks for your feedback. We really appreciate your interest in one of our videos.

[@JREsnippets191]

In example two of finding the last term when you moved 71 to the other side pls how did you get -72

[@OninabResources]

Thank you so much for your feedback. For 2b, see the explanation below 👇 -1 = 71 + (n - 1)(-8) Take 71 to the LHS, we have -1-71= (n - 1)(-8) Simplify the LHS, we have -72 = (n - 1)(-8)

[@JREsnippets191]

@@OninabResources thank you so much

[@saltycode5998]

Please where us the l in l=a+(n-1)d coming from it has confused me big time

[@OninabResources]

For any term of an arithmetic sequence, we have; Tn = a + (n - 1)d. Therefore, l (last term) can also be expressed as I = a + (n - 1)d.

[@saltycode5998]

Thanks very muchhhh

[@Evangelistchibuikevictor]

The studio voice is loud I can't get it due to eco and crack

[@muhammadfarazshahid]

same