The Maths Prof: Sequences nth Term (part 1)
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- Опубліковано 3 чер 2017
- Here I show you how to find and use the nth term in LINEAR sequences (when there's a constant difference between the terms e.g adding/subtracting 5 each time to find the next number). For quadratic sequences please see PART 2 (nth terms like n²-3) 👉 • The Maths Prof: Sequen... and PART 3 (nth terms like 3ⁿ) 👉 • The Maths Prof: Sequen... hope that you find the lesson useful. Subscribe to my UA-cam channel to stay up to date with new uploads and follow me on Instagram @themathsprof for more maths! :-)
Hello I'm a slow learner and i didn't understand all the videos about finding the nth term. But i understood yours very well. THANK YOU SO MUCHHHH
Same.
Wow 😲 you're so good , you explained it better than my teacher ....for some reason i prefer UA-cam teachers over my teachers..
Your a life saver I don’t know what I would do if this video wasn’t here
Excellent. There should be 80K views or more with such videos. Possible to upload Part 2 - Quadratic Sequences? Clarity along these lines would be useful for more challenging sequences.
Best method of teaching .nMy math teacher was twaching me about this i didnt even understand a single word my teacher said . i couldnt understand but bc of u i understood it . A big,thanks love u ❤❤❤
Same here, the nth term has been mystical to me up until now. Thank you prof very well explained.
Very good video, you are one of the best maths teachers I have had! Also, you may have just rescued me for my exam next week…
Your a life saver your explanations make much more sense than how my math teacher explains it thanks a lot I'll pass my test tomorrow cause of you 😊 subscribed 😊
I love her teaching skills
Same, It all make sense .. bc she’s gd at teaching innit- so glad I found her vids✨✨
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This is actually one of the best explanations out there, hands down. And Very simply done
very well explained...Thank you
I found it a bit hard to work out nth terms but ur explanation was extremely helpful, thank u😊
Excellent method of teaching. My teacher was teaching me in class and I could not learn but I learner here in 8 minutes. A big thank you
I'm so pleased you understood the lesson! 😊
Me too
That was so much simpler than i made it to be. Thank youuuu!
This woman is amazing make her reach 1 million subscribe to her
very helpful wish you could be my teacher
Thank you so muchhh!!!!! I was struggling with this and you saved me!!
You are a wonderful teacher ..thank you
best teaching skills Thank you ma'am
Thank you once again!
Well explained. Really helpful.
Hey. There is a formula for this! tn= a+(n-1) d. Where a is the first term and d is the common difference. For instance, a is 2 and d is 3 in the first example of this video.
Hope it helps:)
Well explanations.
You are the best!!!
Really really good
Very useful...I like it
Thanks a lots 😊💙
thank you so much I found your youtube.God bless
omg ty so much i cant believe i understand it now
TYSM UR A LIFE SAVER my exam is tomorrow
I,m looking for part 2, right now i have method for calculating nth term for quadratics ; I form 3 equations with 3 unknowns and equate each to the first 3 terms of the sequence
In the first eqn I substitute
n=1 to the eqn an^2+bn+c=1st term
n=2 to the eqn an^2+bn+c=2nd term
n=3 to the eqn an^2+bn+c=3rd term
And then I use calculator to solve.
Still looking for other alternatives and a method for cubic nth terms
I love your videos
I recall this kid asking me for help with nth degree math. Admittedly, I had never heard of it until he mentioned it. lol
what would we do without the maths prof😩
Really helped
Thanks 🙏❤️
Very helpful
Hello! THANK YOU SO MUCH! you explained it amazingly and wow now im like a pro thank you agian
So happy it helped!
I've been terrible at math for so long but now I might have a better chance at passing now
Thanks 👍 very much I got it
Thank you you're the best ma'am God bless you💜🤲
And i also would love you to teach us also about finding the quadratic sequence
thanks a lot
Heyy i am your old student i must say you explain the concept nicely
Thanks
Thank you so so much😊😊😊😊😊😊😊
thank you
Very fruitful
U mean thoughtful?
Anx really appreciate it
Thanks ma
this woman saves lives
I from India
Nice taught
I want the part2 so badly
I want a teacher like u. Mine can barely speak English
bRiLLiAnT absolutely BrILiAnt 🤩🤩🤩💕
I’m so glad you think so 😄
Quick tip; you could have instead subtract the n number with thevfirst number in the sequence
Example:
2,5,8,10
The n is 3n then di this
2-3 youll get -1 combine them all, you'll get 3n-1
This is how i solve them its much easier for me! ^^
This method is used in arethmetic sequences only .
Hello, where's the other video regarding nth term? This is quite easy. The hard one is when we check the difference between each number and we don't get the same number what then? How to solve that? Please do a video on that one please. Thank you.
do you have a video to find the nth term for fractions ?
You didn't do part 2 :(
Hi...profesor, have you ever applied the number sequences to the random number of lottery? Thanks..
Hello is it Possible ot upload part 2?!
Really good video but I got a question, how am I suppose to find out if the N number is negative or positive? For example how am I suppose to know if 4n+2 or 4n-2 how am I suppose to know that?
1:09
How do you determine the nth rule in a Algebraic expressions
Goated
this is helping thank you so much...although you are talking a little to fast :)
U r so pretty💕
Any chances of having probability according to extended syllabus guide for 0580
I’ll leave this topic in exam, I just don’t understand it, I believe that I can from you
Any chances before October plz !,!,! 🙏🙏🙏🙏
what wasent that 15 added up together?
Where's part 2?
Times ten professor
How 2n+2
and why not 2n-2 m really confused please anyone can help me.
Because 2-2 is 0 so 2+2, so should be 2n+2 is 4
Two set problem.
Wudratic sequences
Why does no one explain how to get numbers that are not "add 4 to each number" or something simple like that. What about explaining how to get squared numbers or 2(n) + 5 / n^2 or something. No one explains anything like this...
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So pleased you found it easy! 😄
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New vedio mam
I'm gonna fail my exam 😢
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2022
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Thanks
Thanks