The 4th term of a GP is -96 and the 7th term is 768. Find the first term and the common ratio Hence, find the sum of the first 13 terms

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Q: Give the common ratio of the * sequence 10, 2, 2/5 , .... O 1/ 5 O 5 O -5 O - 1/ 5

A: common ratio is the ratio of particular term to previous term.

Q: 2k 8∞ Ek=072k) ! Lk%3D

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A: For the given sequence,  First term, a = 5 Common ratio, r = 4 11th term, a11 = ? So, n = 7

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Q: Find the sum represented by the series 1024 + 256 +64 + 16 + ......, if possible.

A: Given: 1024+256+64+16+....... To find the sum of series.

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Q: 8.. If both the terms of a ratio are added with the same non-zero number, the ratio remains…

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Find the sum of the series 12+17+22+..+777

A: We have to find the sum of the series 12+17+22+....+777. First term=a=12 In the arithmetic…

Q: 3. Find a formula for the nth term of the sequence: 1 8 25'125'625'3125'15625 27 64 125 ...

A: As per bartleby expert policy, only one individual question is to be answered.

Q: b) The 4th term of a GP is -96 and the 7th term is 768. i. Find the first term and the common ratio…

A: Given below the answer in detailed

Q: PLease use the proper formula   Find the sum of the first 13 terms of the series 53 + 159 + 477…

A: Please refer to the image below.

Q: if the 8th term in an arithmatic series is 39 and the 20th term -33 what is the common difference

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Q: The fourteenth term is 2 /3 , and the ninth term is 1 /4 . Find the  first term and the nth term.

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A: Here, the given sequence is: 3,6,9,12,15,...

Q: 58 11 14 17 1'2' 6 '24'120

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Q: Find the sum represented by the series 64 + 32 +16 + ...., if possible.

A: A sequence of numbers with specific pattern among them has specific names. Some of the sequences are…

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A: Use the nth term formula to evaluate the required terms.

Q: 1. If the 2nd term of a GPis 108 and the 5th term is 256, find the common ratio and the first term.

A: Given 2nd term of GP is 108 and the 5th term is 256

Q: The sum of the series 50/3 + 50/9 + 50/27 +... + 50/335 is

A: NOTE: Refresh your page if you can't see any equations. .   so the common ratio is and the…

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A: Given :an=-9n+6

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A: solution.

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Q: PLEASE USE THE CORRECT FORMULA   Find the sum of the first 13 terms of the series 53 + 159 + 477…

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Q: 71.515

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Q: Find the formula of the nth term of the sequence {1,2,4,8,16,..}

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Q: Find the sum of the given arithmetic series if a1 = 16, d = –9, n = 18

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Q: For the Gp 20,5,1/4 find the common ratio N term Sum of the first 5 terms

A: Given: - The Gp is, 20,5,14 To find: - The common ratio N term sum of the first 5terms.

Q: What is the common ratio of the sequence 108, 36, 12...? O 1/4 3 O 1/3 51

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Q: find a formula for the nth term of the sequence. 5/1,8/2,11/6,14/24,17/120, ...

A: The denominator is in the form n!

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Q: (a) If the 3rd term of a GP is 96 and the 8th term is 3072, find the common ratio and the first…

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Q: find the nth term of-the arthmetic sequencec with comenondifferen ce dewhnal is the loth term…

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Q: 1. If the 2nd term of a GP is 108 and the 5th term is 256, find the common ratio and the first term.…

A: Given that  The 2 nd term of the gp is 108 5th term is 256  To find the common factor and first term

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Q: The third term in the arithmetic series is 14. The sum of the second and sixth terms is 34.The sum…

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Q: If the 2nd, 3rd  and 4th term in a GP are 12, 36 and 108   What is the 1st term and the common ratio

A: It is given that, the 2nd, 3rd and 4th term in a GP is 12, 36 and 108.

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Q: 2. Determine the common ratio for the sequence: 1, 3, 9, 27, 81, ... a. 3 b. 3 Cc. -3 d./

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A: " Since you have asked multiple question, we will solve the first question for you. If you want any…

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A: Solving by geometric progressions we have

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Q: In each case, find the first 5 terms of the sum and compute 3 2 2 The first 5 terms are: 000 The sum…

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Q: What is the sum of the series 7200 + 2400 + 800 +.

A: It is infinite Geometric Series.

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.