🎓 Academic (Help) Math Experts

[Peash00ter]

Sino po ba math Experts dito po na nagsasagot geometric sequence, pa help po. Bigyan konna lang po kayo ng kapalit kung makaktulong po

 

[PHC - Karma]

get mo po muna yung common ratio po nung geometric sequence para po malaman nyo yung nth term

get mo po muna yung common ratio po nung geometric sequence para po malaman nyo yung nth term

2nd term ÷ 1st term to get the common ratio (r) then multiply the preceding term to get the next term or divide it to get the previous term


sana nakatulong.nakalimot agad ako topic lang namin din to last quarter eh.

 

[Peash00ter]

get mo po muna yung common ratio po nung geometric sequence para po malaman nyo yung nth term


2nd term ÷ 1st term to get the common ratio (r) then multiply the preceding term to get the next term or divide it to get the previous term


sana nakatulong.nakalimot agad ako topic lang namin din to last quarter eh.

Thank you paps try ko poo, nalilito kase ako

 

[PHC - Karma]

Thank you paps try ko poo, nalilito kase ako

sige po sir tanong lang po kayo baka alam ko,kung di naman eh goodluck na lang,joke hahaha.

 

[Zlashers]

Eto po TS, kung may tanong ka don't hesistate to ask

Formula

Ex: No.1

 

[Machine Gun Ryan]

1. 7th term
2. 1/4
3. 83.333
4. 11
5. 2500

edit 5. 2500

 

[Deleted member 1872347]

1. 7th term
2. 1/4
3. 83.333
4. 11
5. 8625

Same answers.

1.
48 = 3072*(1/2)^(n-1)
Solving for n, n = 7

2.
(1/108)/(1/2125764) = (r^(4-1))/(r^(13-1))
Solving for r, r = 1/3

1/108 = a1*(1/3)^(4-1)
Solving for a1, a1 = 1/4

3.
r =100/-20 = -1/5

S20 = 100*(1-(-1/5)^20)/(1-(-1/5)
S20 = 250/3

4.
d = 7

396 = (n/2)(2*1 + (n-1)*7)
Solving for n, n = 11

5.
d = 2 (consecutive odd integer)

99 = 1 + (n-1)*2
Solving for n, n = 50

S50 = 50*(1+99)/2
S50 = 2500