I now understand more thanks to you unlike my math teacher who used 70 minutes to explain this in a boring way and I don't get a single thing what he's saying
Math teacher would be always boring in class though. Depends. Lalo na pag strict ang teacher nyo kaya hirap mag tanong at mag tanong ulit. Sa mga nag sasabing di nakikinig, mga hambog yan. May audacity pero pag sa personal, nga-nga
Another formula for sum of arithmetic sequences is "SN= n/2 (a1+a2)" like this in 1:50 Ex. Sn = 20/2 (5+62) first is to divide 20/2 is 10 then 5+62 is 67 then multiple so the total is 670
nahihirapan ako intindihin yung teacher namin kahapon since pang last subject na at sumasakit yung ulo ko buti nalang nakita ko tong vid, thankyou po sir!!
Hola, este es un comentario español porque no encontré ningún vídeo con la diferencia entre estas dos fórmulas en mi idioma y pues me tocó revisar videos en inglés, gracias por este video me ayudó mucho.
Sir pano Naman pag ganito •Find the sum of the first 10 terms where S5=290 and a5=66...pano po hahanapin SI common difference at a1? Please need ko na po😥
Sir ask ko lang po if ang n po is an odd number for example po Find the sum of the first 13 terms of the sequence: -3, -1, 1,3,...? Pwede po ba siya maging S13=13/2[2(-3)+(13-1)(2)] S13=6.5[-6+(12)(2)] pwede po bang ganyan sir? yung 13/2 is naging 6.5
he subtracted 5 and 3 which is the proceeding term and the behind term of the proceeding term so 5 is the proceeding term and 3 is behind the 5 so 5-3 so 2 is the common difference it doesn't need the n to solve this but if you have like a1 = 6 and a5 = 30 you should use the method an = a1 + ( n-1 ) d and watch a video about this and you're good to go goodluck ✨
its easy like what he said ex: 12,24,36,48 ... Asub8 so you will substitute 48 to 36 then 36 to 24 and lastly 24 to 12 48-36=12 36-24=12 24-12=12 so the common difference is 12
Pano Po pag Hindi Po given Yung a1? Paki turo naman Po sa iba baka Kasi mahirapan Sila mag overthink pa mahirap Kasi pag independent student at pati na Po Yung may variables baka mahirapan Po Sila gaya ko nitong nakaraang linggo nag overthink HAHAHA pero di Po sa nag mamayabang pag may diskarte ka lang makukuha mo talaga at salamat Po Sayo sir kahit papano na iintindihan Po namin kayo☺️