Summative Assignment X Dashboard x + orms/d/e/1FAIpQLSep6cxTulZ8CkEDE20at-ccoTao4/gdskTWhxdHFcf4/JJHrg/viewform 10. Which of the following geometric series is convergent? point 27 1 +5 +25 + 125+... + + + . . . 8 O A . O B. 21 63 189 -256 + 64 - 16 +4-... -7+ 2 4 9 O C. D. OLOC-BSeries Summative Assignment X Dashboard X + om/forms/d/e/1FAIpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4|JJHrg/viewform O D. In sequences all terms are multiplied together, while in series all terms are added together. 2. Choose the option below that correctly identifies the type of series shown 1 point below, as well as its common difference or common ratio: 2+4+6+... A. This is an arithmetic series with d = 2 B. This is an arithmetic series with d = - 2 O C. This is a geometric series with r = 2 D. This is a geometric series with r = 1/2 3. Determine the sum of the fist 100 terms of the following arithmetic series: 1 point 3 + 1 + ( - 1) + ( - 3) +...Series Summative Assignment X Dashboard X H e.com/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4UJHrg/viewform 4. One way that the sum of n terms of an arithmetic series can be 1 point determined is by: A. Adding the common difference (d) to the first term (t1) a total of n-1 times B. Multiplying the first term (t1) by the last term (tn) and then multiplying this by half of the number of terms (n/2) C. Adding the first term (t1) and the last term (tn) and then multiplying this by half of O the number of terms (n/2) O D. Adding the first term (t1) and the last term (tn) and then multiplying this by the total number of terms (n) 5. At Jason's job, he gets a base salary of $36,000. Every year, he gets a 1 point $3000 raise. What will be Jason's total earnings after having worked here for 6 years?Series Summative Assignment X Dashboard X + .com/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE2Oat-ccoTao4lgdskTWhxdHFcf41JJHrg/viewform 7. Determine the sum of the first 50 terms of the following geometric series, 1 point rounded to the nearest tenth: (- 3) + 3.6 + (-4.32) +... A. - 22748.6 B. 22748.6 C. - 136491.6 D. 12408.3 8. A geometric series has 11 terms with a common ratio of 2. The sum of 1 point these 11 terms is 216,982. What is the first term in the series?Series Summative Assignment X Dashboard X + om/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE2Oat-ccoTao4lgdskTWhxdHFcf4UJHrg/viewform 3. Determine the sum of the fist 100 terms of the following arithmetic series: 1 point 3 + 1 + ( - 1) + ( - 3) +... A. - 1020 B. - 1005 C. - 9705 D. - 9600 4. One way that the sum of n terms of an arithmetic series can be 1 point determined is by: A. Adding the common difference (d) to the first term (t1) a total of n-1 times O B. Multiplying the first term (t1) by the last term (tn) and then multiplying this by halfSeries Summative Assignment X Dashboard X + com/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4WJJHrg/viewform 8. A geometric series has 11 terms with a common ratio of 2. The sum of 1 point these 11 terms is 216,982. What is the first term in the series? A. 2 B. 106 C. 1961 D. 2048 9. Suppose you were asked to find the sum of the finite series shown below 1 point (you are given no other information). Which of the following formulas would be most suitable based on the information you have been given? Note: there may be more than one formula that could work, but choose the option that is best suited to the given information.ries Summative Assignment X Dashboard x + /forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4|JJHrg/viewform 12. The sum of a convergent infinite series is 72. The common ratio is 7/8. 1 point What is the first term of this infinite series? 576 63 O A. O B. 1 9 576 C. O D. amazon CAN 1838ies Summative Assignment X Dashboard X + forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf41JJHrg/viewform 9. Suppose you were asked to find the sum of the finite series shown below 1 point (you are given no other information). Which of the following formulas would be most suitable based on the information you have been given? Note: there may be more than one formula that could work, but choose the option that is best suited to the given information. 9 + 27 + 81 + ... + 6561 rin - t1 Sn = -(t1 + tn) Sn = r - 1 O A . O B. Sn 1 (r - 1) Soo = 1 - r - 1 N 19898Series Summative Assignment X Dashboard x + com/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4|JJHrg/viewform 5. At Jason's job, he gets a base salary of $36,000. Every year, he gets a 1 point $3000 raise. What will be Jason's total earnings after having worked here for 6 years? A. $51,000 B. $87,000 O C. $261,000 D. $522,000 6. An arithmetic series has 300 terms. The sum of all 300 terms is 163,500. 1 point If the 300th term is 850, what is the first term? A. -305 O B. 240Series Summative Assignment X Dashboard X + /forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4(JJHrg/viewform 1. Choose the option that correctly compares sequences with series. 1 point O A. In sequences all terms are added together, while in series all terms are simply listed . O B. In sequences all terms are simply listed, while in series all terms are added together. O C. In sequences all terms are added together, while in series all terms are multiplied together. O D. In sequences all terms are multiplied together, while in series all terms are added together. 2. Choose the option below that correctly identifies the type of series shown 1 point below, as well as its common difference or common ratio:Series Summative Assignment x Dashboard x + gle.com/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf41JJHrg/viewform 6. An arithmetic series has 300 terms. The sum of all 300 terms is 163,500. 1 point If the 300th term is 850, what is the first term? A. -305 B. 240 O C. 300 D. 1940 7. Determine the sum of the first 50 terms of the following geometric series, 1 point rounded to the nearest tenth: - 3) + 3.6 + (-4.32) +Series Summative Assignment x Dashboard X + om/forms/d/e/1FAlpQLSep6cxTulZ8CkEDE20at-ccoTao4lgdskTWhxdHFcf4/JJHrg/viewform 11. Determine the sum of the infinite geometric series below, if it can be 1 point found. Round to the nearest hundredth if necessary. W/ N + 1-. .. A. - 0.89 B. 0.18 C. 0.78 D. The sum is infinite because the series diverges. 12. The sum of a convergent infinite series is 72. The common ratio is 7/8. 1 point What is the first term of this infinite series? 576 63