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\f\fE I] 3. Use the ratio test. Determine whether it converges or diverges. [1+7+49+343+...] O converges O diverges 4. Define infinite: having no answer having one amount only having an unlimited amount or number O having a limited amount or number O having one number onlyW 5. What is the formula for finding the sum of a finite geometric sequence? O a1 (1 -72 ) S.= 1 -r O a1 (1 - p2 ) Sn 10 - r O an (n - 72) Sn= 10 - r O an = ajrn26. What is the formula for finding a term of a geometric sequence? O an =017 72 an =Q17"+1 O an =airI an =air an =Q17-17. Define divergent: O moving left to right all the time O zig-zagging O approaching a limit O not approaching a limit O moving up and down continuously8. Find the indicated term of the geometric sequence. Find the 12th term ay=7, r=2 O 32,976 O 234 O 14,336 O 192 O 11,987m j 9. Find the indicated term of the geometric sequence. [3,1 2.43:1 92,. ..] 12 Find the 7"\" term 31:3; r= F :4 \f\f12. Define limit: O endless O without boundaries O a boundary beyond which you cannot go O a boundary beyond which you can go O where no boundaries exist\fm D 14. Use the ratio test. Determine whether it converges or diverges. 3+1+1+1+1+ 3 9 27 O converges O diverges 15. What is the formula for the ratio test of an infinite geometric series? O r = lim a2 Or = lim p0-1 = 0 n->00 O an+1 r = lim n->00 Or = lim pn+1 = 10 O a2+n r = lim n a2m j to. Use the ratio test. Determine whether it converges or diverges. 4+1+1+1+1+ 4 16 64 O diverges O converges \fa D 18. :ind the indicated term of the geometric sequence. Find the 9th term 311:5, r=3 0 32,305 0 234,150 0 21,937 0 327,680 0 192,475 \fm j 20. 1What is the formula for nding the value of a convergent innite geometric series? 030:, '1\" O CH 8 II a 1? G. O T21] n+1 nmo an