1.2.Consider the finite linear pattern: 20;17;14;.....-103 1.2.1 Write down the 4th term of the pattern 1.2.2 Determine the expression for the nth term 1.2.3 Calculate the number of terms in the sequence

Q: 1.Find the 32nd term of each sequence. -9,-8.7,-8.4 9,4,-1,-6,-11.

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Q: 13. Find the nth term in the arithmetic sequence and simplify the result: a, =a+(n-1)d. a.…

A: 13.a) a=7 and d=4b) a=6 and d=20c) a=11 and d=9 Note:       Multiple questions with multiple sub…

Q: Find the first four terms of the finite sequence an= 3n A.3,6,9,12 B. 3, 7, 10, 13 C. 1, 3, 6, 9 D.…

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Q: Develop a portfolio of word problems that involve arithmetic sequences.

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Q: DIRECTIONS: Write the explicit and recursive rules for each sequence? Write the first 4 terms of the…

A: Comment: We’ll answer the three questions since the exact one wasn’t specified. Given Tylers saving…

Q: Q.3. Determine whether the sequence 10,8,6,4,4,3,3,3, 2, 2, 2, 1 is graphical, if so, construct the…

A: See the attachment

Q: Example 1.7.30. Find the erplicit formula for the sequence 2, 5, 8.11,..

A: To find the explicit formula for the sequence 2,5,8,11,...

Q: Determine whether the sequence is arithmetic, geometric, recursive, or none. Write the explicit…

A: We have to solve given problem:

Q: 4. Find x so that x + 6, x + 12 and x + 15 are consecutive terms of a Geometric Progression. 5. Find…

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Q: Find the common differenced for the arithmetic sequence. 2,-3,-8,-13, ... %3D

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Q: 1 3 9 27 2) Write a general term an for the sequence 2'4'8'16'

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Q: Jse a graphing calculator to construct a table of values and a graph for the first 10 terms of the…

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Q: 2.) Write the general formula for un for the arithmetic sequence 12, 4, –4, –12, ...

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Q: find the 20 term in a geometric progression 1,2,4...

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Q: For the arithmetic sequence, find a19 and an when = 1 and a = - 11. %3D

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Q: The sequence n0.1 converges if

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Q: 2. In an arithmetic sequence, if a4 = 18 and a10 = 30, determine a1, d, and an: Then write the first…

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Q: A. Determine the next three terms for each sequence. 1. 8,1, -6, -13,-20 2. 4, 11, 18,25,.... -5,-8,…

A: In all question has some basic logic like same difference or addition etc

Q: 3. In a geometric sequence, if az = -5 and ag = 40, determine a1, r, and an. Then write the first…

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Q: a. Find numbers a, b E R such that 2, a, b, 20 is part of an arithmetic sequence. b. Find numbers a,…

A: (a) Given a, b ∈ℝ2, a, b, 20 is part of an arithmetic sequenceSuppose common difference = dthen…

Q: 1. The number of vertices on a long path from root to a leaf vertex is called a. leaf b. Height c.…

A: 1The number of vertices on a long from root to a leaf vertex is called level. Hence, option d is…

Q: List the first four terms of each sequence. An = 2n + 6: 8 10 12 14 ,.... bn = (4)" : 4 16 64 256…

A: We can find first four term of the given sequences . Put n=1,2 ,3 ,4 and find four terms of the…

Q: Instruction. Evaluate the following sequences. A. SEQUENCE 1. A sequence is given by the formula a,…

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

Q: What is the sum of the first 12 numbers in the sequence 1, 3, 9,27,...? Select one: O a. 265,720 b.…

A: According to bartleby guidelines we supposed to do the first one of multiple questions kindly repost…

Q: 5. Make up sequences that have a. 3, 3, 3, 3, ... as its second differences. b. 1, 2, 3, 4, 5, ...…

A: To determine: (a.) Sequence with 3,3,3,3,... as its second differences. (b.) Sequence with…

Q: Given the following number pattern: 7; 11; 15; 19;.. 1.1.1 Determine the formula for the n" term of…

A: Since you have posted question with multiple subparts , we will solve the first three subparts as…

Q: Given that the numbers in 23 the rows and columns, of the following board, are in arithmetic…

A: The arithmetic progression is a rule where the common difference of two successive terms of a…

Q: Refer to the sequence below. a. Write an explicit rule for the nth term. b. Use the rule to…

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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.