For 12 term is equal to 3072 (Most of you are incorrect you guys didn't subtract the number of terms it must be 12-1 is equal to 11 so therefore, 2¹¹ answer is 3072)
My answer is to To find the 12th term of a sequence, we first need to identify the pattern or formula for the sequence. Let's say the sequence is given as follows: 2, 5, 8, 11, 14, ... To find the pattern, we can see that each term is increasing by 3. So, the common difference is 3. Now, to find the 12th term, we can use the formula for the nth term of an arithmetic sequence: \[a_n = a_1 + (n-1)d\] Where: \(a_n\) is the nth term, \(a_1\) is the first term, \(d\) is the common difference, and \(n\) is the term number. Plugging in the values: \(a_{12} = 2 + (12-1)3\) \(a_{12} = 2 + 33\) \(a_{12} = 35\) Therefore, the 12th term of the sequence is 35. Is my answer correct?
Had to stop for like 5 mins to process what I've learned then understood. Thx for this vid it's rlly helpful cuz math is really a pain in the butt for me._.
Hello sir , what if common ration lang po hinahanap?? What is the common ratio of the geometric sequence 3,12,48,192.. A1= 1×4¹-¹ A1= 1×4 A1=4 Ganyan po ba???
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A sub 12 is equal to = 6,144
Ay syet tama pala akowas
r=2 a1=3 n=12
a12= 3•2 ^12-1
=3•2^11
=3•2,048
a12=6144
MAN YOU SAVED ME SO MANY TIMES AND I CANT THANK YOU ENOUGH. EVERYONE GIVE THIS MAN SOME LOVE
An=A1 (r)^n-1
A12= 3 (2)^11
A12= 3 (2048)
A12=6144
The best ka talaga sir, naiintindihan ko tlaga pag ikaw nagtuturo.thankusomuch pooo😊
bj alex ano ginagawa mo dito
Buti pa si teacher gon naintindihan ko tc ko Hindi
Thank you very much for this! This is very helpful for our incoming NAT 😭
thank you sir, na intindihan kona po topic nmin dahil dito❤
a12=3×2¹²-1
a12=3×2¹¹
a12=3•2,048
a12=6144
sir for example how do you find the first term if its not given?
Up
Example po
_,2,_,_,20
Ang mangyayari po ay magiging a1 na yung 2 parang mawawala na yung blank sa first ganyan po turo samin ngteacher ko
I thing u use arithmetic sequence
@@qwertyaz5505 geo topic namin diyan:((( baka mali lang me sorry hehehe
The next term will be temporary replace as a1
He saved my life, I hope I can answer my exam without worrying 😭😭
Thank you for this! Our quiz is tomorrow hoping that I at least have a passing score❤
Thank you po sir this is so helpful Lalo na pag self learning❤❤❤❤
a12 = 3•2 ¹² - ¹
a12 = 3•2 ¹¹
a12 = 3•2048
answer : a12 = 6,144
Formula: an=a1(r)^n-1
Find the 12th term:
a12=3•2^12-1
a12=3•2^11
a12=3•2048
a12=6,144
The 12th term is 6144
ser gawa ka naman ng playlist para sa g10 sa math Quarter 1 to quarter 4 naman sir thank uu poo
😮thankyou so much much much much💖
very clear instructions, thanks!
exam na namin this will help me fr
A 12=6144 thank you po mathdali
11⁷ = 2048 × 3 = 6144
I don't understand how did you get the 6 raise to 2 and the answer is 64? How?
2x2x2x2x2x2= 64
nde po ksi six raise to 2 (6²) ang basa po dun is 2 raised to 6 (2⁶) bale tama po si xyriez ksi i multiply mo ung 2 ng 6 times like2x2x2x2x2x2=64😅
@@jakesonardalez9648bat ka nandito gulat ako sayo ah😭
A12=6,144
@@jakesonardalez9648btw (6)² po sya hindi po(6²)
I learn to you fast tysm
R=2 a1=3. N=12
an=a1 rⁿ-¹
a12=3(2¹²-1)
a12=3(2¹¹)
a12=3(2,048)
[a12=6,144]
Sakto ba ?
For 12 term is equal to 3072
(Most of you are incorrect you guys didn't subtract the number of terms it must be 12-1 is equal to 11 so therefore, 2¹¹ answer is 3072)
a12=3×2¹²-1
a12=3×2¹¹
a12=3•2,048
a12=6144
Find the 12th terms is
a12=6,144 because 3×2,048 is equal to 6,144😊😊
Thankyou po teacher gon😊
You're welcome 😊
My answer is to
To find the 12th term of a sequence, we first need to identify the pattern or formula for the sequence. Let's say the sequence is given as follows: 2, 5, 8, 11, 14, ...
To find the pattern, we can see that each term is increasing by 3. So, the common difference is 3.
Now, to find the 12th term, we can use the formula for the nth term of an arithmetic sequence:
\[a_n = a_1 + (n-1)d\]
Where:
\(a_n\) is the nth term,
\(a_1\) is the first term,
\(d\) is the common difference,
and \(n\) is the term number.
Plugging in the values:
\(a_{12} = 2 + (12-1)3\)
\(a_{12} = 2 + 33\)
\(a_{12} = 35\)
Therefore, the 12th term of the sequence is 35. Is my answer correct?
Itigil mona yang gpt
Thank you sir una litong lito ako dito ngayon nalilinawan na ako haha
THANK U POO MAKAKASAGOT NAKO SA RECITATION HEHE
This video will help me in my assignments because my teacher give me a impossible equation😂
Banaman to pwede nmng bilangin sa kamay mepa ganito pa pinapahirapan paq ng teacher ko
thank you sa tutorial idolll
Welcome idol
I cant find a video of you making "Sum of Finite Geometric series"
If ever there is can someone send me a link or make a new one
How to simplify the 2⁶?
this man really save me
Is 6,144 the answer sir for the find the 12th term?
The 12th term of Geometric Sequence is 6,144
6 144 Po kuya sana may like
request granted.... ❤️
amazing videos
Find the 7th and 10th term of the sequence : 3,6,12,24,....
Sir Arithmetic Sequence po kasi (×2) po siya
(3•2)=6
(6•2)=12
(12•2)=24
Hindi po multiplication ang operation ng arithmetic sequence.
ty
Dapat 2 raised to the power of 6 kasi pag 6'2 magiging 36 yan
Yehey thankyouu sirrr
tyhank you
12th term
Answer: 12,288
Btw thank u for this cuz we need to report for the grades😭
the 12th term is 6144 where did you get 12,288?
@@southernhemisphere26514,096x3 bro
a¹² = 6144 the 12 term
I'm lost around the multply six six times by itself like wdym
What he was meant to say was that to in order to simplify 2^6, you need to multiply 2 six times so it's 2x2x2x2x2x2 which is equal to 64.
Probably just an error. I'm guessing he meant, 'you'll multiply 2 six times to itself (2⁶).
thankyouu po!
The 12th term of the given sequence is 6,144
Thank you 👏❤❤
Wow, thank you I totally forgot this and I need to recall it.
What language are you speaking i understand so much
A sub 12 is equal to 6.144.
a12=12,288
Pano po if the the first term is not given? How to find "a" sub 1?
thank youuuuuuuuu po helped me a lot taked note understand the problem
Find the 12th term..
a¹² = 6144
It's 6,144 in the a¹²term
Had to stop for like 5 mins to process what I've learned then understood. Thx for this vid it's rlly helpful cuz math is really a pain in the butt for me._.
Omgggg Thankyou
Hello sir , what if common ration lang po hinahanap?? What is the common ratio of the geometric sequence 3,12,48,192..
A1= 1×4¹-¹
A1= 1×4
A1=4
Ganyan po ba???
Thanks poooo😊
The 12th term is equal to 6,144
The is answer for the 12th term is 6,144
Find the 12th term of the sequence
Answer: a12= 6144
I hope it's correct ☺️
It is
Why ask of 6 raise to 2 is = to 64? Why? Because times 2 six times, what do you get? 64
Cuz 2x2x2x2x2x2=64
answer is 6,144
Paano po kung first term y⁴, 2nd term a, 3rd term a²/y⁴, 4th term a³/y8. n is 9 🥲
A12=6,144❤
Find the 12th term
Answer;a12=6144
A sub 12= 6,144
The answer is a12=12,288 po
No it is 6,144
A12 EQUALS 6144
The 12th term is a12=6144
a12= 6,144
Find the 12th
a12= 6144
Am i right ?
life saver
So how to find the term po, iff wala pang term, or hinahanap pa yong term?
Ans:6144
A12=6,144
The 12th term is 6,144
A sub 12 = 6144
correct me if I'm wrong po the 12th term is 6104 8:05
3072 ❤
a¹²= 6,144
Ty sir
I think the answer is 3.372 check if I'm wrong
sir what about naman po kung may negative po siya?
Bat po 3×60=180 AT 3×4=12 BAT DI NALANG PO 3×64?kagaya po da kabila na direct po sa 3×512 PASAGOT PO PLS
pwede naman po direct, mas madali lang po mag multiply sa isip pag 3x60 at 3x4 tapos add mo nalang
12 term is =3120
a sub 12 = 6144? correct me if i'm wrong po :))
6,144 po ang answer
A12=6144 kahit matagal nato
17term is 196,608
6,144
A12 6,561
Sir pano po mag compute pag may 1/2
6,144🥰
A1 =6.144
A12=6144 matsala nakuha na din
Find the 12th term
Answer:👇
a12=12,288
Plz comment me if may answer is true 🙏🙏😭🙏
12 term = 6144