Directions: Choose a choice and show work!! Your work: Given f(9) = -2, which function can be used to generate the sequence -8,-7.25,-6.5,-5.75,..? 1 fn) = -8+ 0.75n 2 fin) = -8-0.75(n – 1) fin) = -8.75 + 0.75n fn) = -0.75 + 8(n – 1) 3 4 Arithmetic Sequence Formulas a, - nth term • a - 14 term .n- number of Recursive Formula a, -a +d terms · Explicit Formula a, -a, + (n-1)d .d = common difference
Directions: Choose a choice and show work!! Your work: Given f(9) = -2, which function can be used to generate the sequence -8,-7.25,-6.5,-5.75,..? 1 fn) = -8+ 0.75n 2 fin) = -8-0.75(n – 1) fin) = -8.75 + 0.75n fn) = -0.75 + 8(n – 1) 3 4 Arithmetic Sequence Formulas a, - nth term • a - 14 term .n- number of Recursive Formula a, -a +d terms · Explicit Formula a, -a, + (n-1)d .d = common difference
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
Related questions
Question
![Directions: Choose a choice and show work!!!
Your work:
Given f(9) = -2, which function can be used to
generate the sequence –8,–7.25,–6.5,–5.75,.?
1 f/n) = -8+ 0.75n
2 f(n) = -8– 0.75(n – 1)
3
fn) = -8.75 + 0.75n
fn) = -0.75 + 8(n – 1)
Arithmetic Sequence Formulas
a, - nth term
• a, - 14 term
.n= number of
Recursive Formula
a, a + d
terms
· Explicit Formula
a, -a, + (n-1)d
.d- common
difference](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdeedd525-7fab-4e58-84ae-be06a217bf37%2Fffd2a709-fd14-4636-8ebb-4730e7662283%2Fqxlxlfp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Directions: Choose a choice and show work!!!
Your work:
Given f(9) = -2, which function can be used to
generate the sequence –8,–7.25,–6.5,–5.75,.?
1 f/n) = -8+ 0.75n
2 f(n) = -8– 0.75(n – 1)
3
fn) = -8.75 + 0.75n
fn) = -0.75 + 8(n – 1)
Arithmetic Sequence Formulas
a, - nth term
• a, - 14 term
.n= number of
Recursive Formula
a, a + d
terms
· Explicit Formula
a, -a, + (n-1)d
.d- common
difference
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