Write the first 5 terms of the sequence that follows this recursive rule. a1 = 4 an = an-1 -3

Q: a5 = -15 and a13 = -55 Find for the arithmetic sequence above: a21 =

A: Given:  a5=-15 and a13=-55 To Find:  To find a21 for the above arithmetic sequence.

Q: given the sequence write the recursive and explicit rule  -20, -16, -12, -8, -4

A: Find the relation between the terms with their preceding terms and determine the recursive rule for…

Q: Write the recursive rule. Sequence: 21,-9, -39, -69,...

A: The sequence 21, -9, -39, -69, … and we have to find the recursive rule for this sequence.

Q: Write the arithmetic sequence −10, −19, —28, –37, ... in the standard form: an =

A: INTRODUCTION An arithmetic sequence is a sequence of numbers where each number is the sum of the two…

Q: Write the first three terms of the sequence defined by a₁ = 2, 2a, +3 an +2 an+ 1 =

A: Given a1 = 2an+1 = 2an + 3an + 2

Q: Find the recursive formula for the Arithmetic sequence. -24, -34, -44, -54, .. ...

A:

Q: Look at the sequence in the table. Which recursive formula represents the sequence shown?

A:

Q: Write the sequence in closed form. Make sure to indicate the domain. 3 %3D aj = 5

A:

Q: Write the first five terms of the sequence.

A: Here we need to find the first five terms of the sequence having the nth term,…

Q: For the arithmetic sequence, find and when a1 4 and d = - 5. %3D a11 an a11 -

A: first term a1 = 4 common difference d =-5

Q: Write down the first five terms of the following recursively defined sequence. a₁ = -2; an+1 = -2an…

A: In the given problem it has been given that  a1=-2 an+1=-2an+7 the aim is to find the first five…

Q: Write the first three terms of the sequence defined by a₁ = 2, 2a +3 an +2 an +1 =

A: Given,  The sequence is defined by  an+1=[(2an+3)/(an+2)]  and a1=2 . To find first three term of…

Q: Write the arithmetic sequence -4, – 11, – 18, 25, in the standard form: an

A: Given that

Q: Determine the difference of an arithmetic progression an​, if a5​=18 and a2​=9

A: Determine the difference of an arithmetic progression an​, if a5​=18 and a2​=9