Find the first ten terms of the sequence in the formula an = 4n -n - 2. %3D

Q: Write the first five terms of the geometric sequence. a1 = 5,   r = 2

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Q: Write the first five terms of the geometric sequence a1 = 4, r = 3.

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Q: Find the first five terms in sequence with the following nth terms. 10n -5

A: The nth term of the sequence is given by an=10n-5. Find the first five terms of the sequence as…

Q: Write the first four terms of a sequence with a first term of 13 and a common difference of 9.

A: Given that, first term is 13 and common difference is 9. It is known that, first four terms of an…

Q: Write the first five terms of the sequence whose general term , an=(-1)^n(-4n)

A: Given that general terman=-1n-4nfirst term,a1=-11-4=4second term,a2=-12-4×2=-8third…

Q: Write the first five terms of the geometric sequence.

A: a1=12,  r=12 Now, a2=a1·r=12·12=14 a3=a1·r2=12·122=18 a4=a1·r3=12·123=116 a5=a1·r4=12·124=132

Q: Write the first five terms of the geometric sequence, a1 = 5, r = 3

A: Given that  a1=5r=3

Q: Write the first five terms of the geometric sequence. a 1 = 6; r = 3

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Q: Write the first five terms of the geometric sequence: a1 = 1/2, r = 1/2

A: Known fact: A geometric sequence is of the form: a, ar, ar2, ar3, ⋯, arn-1, ⋯

Q: Find the first four terms and the eighth term of the sequence.

A: Let the given general term is:                                               Tn=2nn2+2

Q: List the first four terms and the tenth term of sequence:

A: Given: (-1)n+1n23n-1 To find: first four terms and tenth term.

Q: I. Write the first five terms of each sequence. 1. an = 12 – 3n

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Q: Write the first five terms of the geometric sequence a1 = 5, r = 3.

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Q: Write the first six terms of arithmetic sequence an+1 = an + 5, a1 = -2.

A: Arithmetic sequence is sequence in which terms are obtained by adding a fixed value to the last…

Q: Write the first six terms of the sequence.

A: Our Am is to write the first six terms of the sequence, where.:.-a1=5 and an =2. an-1

Q: Write the first six terms of the sequence: an = 6n

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Q: Write the first six terms of the arithmetic sequence: an = an-1 -0.3, a1 =-1.7

A: To write the first six terms of the arithmetic sequence an=an-1-0.3,a1=-1.7

Q: Write the first six terms of the arithmetic sequence with the given first term, a,, and common…

A: Given a1=400,d=40. We find first six terms of the arithmetic sequence with given first term a1 and…

Q: Write the first five terms of the geometric sequence. a 1 = 3; r = 1/4

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Q: Write the first six terms of the arithmetic sequence: a1 = 200, d = 20

A: For an arithmetic sequence, it is given that,First Term, a1=200Common Difference, d=20We have to…

Q: write the first five terms of the sequence. a, = 4n - 7

A: To write the first five terms of the given sequence.

Q: An = 1 – (–1)"+1

A: we have to find first five term of given sequance. the solution is following.

Q: Write the first five terms of the geometric sequence a1 = 3, r = 2.

A: For the given geometric sequence: a1=3,r=2 We know,nth term of a geometric sequence is given by:…

Q: 3(-1)" 3. а, n!

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Q: An = 1 + n – n²

A: Since nth term is given so simply substitute the value of n one by one and simplify.

Q: Write the first six terms of the arithmetic sequence a1 = 200, d = 20.

A: It is given that the sequence is arithmetic sequence. first term is a1=200 and common difference is…

Q: Write the first six terms of the arithmetic sequence an = an-1 - 0.3, a1 = -1.7.

A: Substitute –1.7 for a1 and 2 for n in the given recursion formula and Obtain the second term of the…

Q: Write the first five terms of a sequence in which the first term is 2 and each term is 6 more.

A: It is given that, first term is 2 and each term is 6 more

Q: Write the first five terms of the sequence. an (5n – 4) 3.

A: Given : an = 13n5n-4

Q: Write the first five terms of the sequence where the first term is –12 and the common difference is…

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Q: Write the first five terms of the geometric sequence. a₁ = 2, r = n a1 a2 N 33 24 a5 = = = =

A: Solution of given question is written in below steps.

Q: Find the first four terms in each sequence. 1) a = 5" - 2 n

A: Given sequence an=5n-2 To find the first four terms in the given sequence. Solution: We have,…

Q: List the first five terms of the sequence. (-1)"n an n! +1

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Q: Write the first four terms of each sequence.  an=(-1)n times 3n

A: Given sequence, an = (-1)n *3n For any sequence, the first term is a1 when n = 1, second term is a2…

Q: Write the first six terms of the arithmetic sequence: an = an-1 -0.4, a1 =1.6

A: We have to write first six terms of the arithmetic sequence where an=an-1-0.4 and first term a1=1.6.…

Q: write the first five terms of the sequence. a = 28, ak+1 a - 4

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Q: Use a formula to find the sum of the first ten terms of the sequence -7, -14, -21, -28, . . .

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Q: Write the first six terms of the arithmetic sequence shown below. an = an-1+7, a, = -8

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Q: Write the first three terms of the sequence. 2n -5 an 2 n* +2

A: We have to simply put n = 1,2,3..... To find out terms of sequence

Q: Write the first six terms of the arithmetic sequence: an = an-1 + 4, a1 = -7

A: Given, To find first six terms of the arithmetic sequence: an = an-1 + 4, a1 = -7

Q: Write the first six terms of the arithmetic sequence an = an-1 - 0.4, a1 = 1.6.

A: We have given recurrence relation between terms of arithmetic sequence an=an-1-0.4 and a1=1.6 We…

Q: List the first five terms of the sequence. 3(-3)" an n! a2 = a3 = аз a4 a5 =

A: We have to find the first five terms of the sequence

Q: Write the first five terms of the geometric sequence: a1 = 3, r = 2

A: It is given that a1 = 3, r = 2   formula used: nth terms of the geometric sequence is an=a1rn-1

Q: Find the first four terms of the sequence ?? = 5? − 1.

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Q: Write the first five terms of the geometric sequence. a1 = 25, r= -

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Q: Find the 40th term of the arithmetic sequence with a, = 150 and a common difference of d= -4. 1. -6…

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Q: Find the sum of the first 50 terms in the sequence 2, 6, 10, 14. a. 5000 b. 198 с. 2500 d. 500

A: Given sequence is 2,6,10,14,... here the first term a= 2 common difference d=4 we have to find sum…

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.