Given fi (x) = , f2 (x) = –, f3 (x) = x, f4 (x) = (x+2)² x+2 ' 2x Find: f (x) = as a sum or difference of the functions above. (x+2)? O f(x) = (f1 + f3) (x) O f (x) = (f1 - f2) (x) O f(x) = (f4 – fi) (x) O f (x) = (f1 + f2)(x)

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,...
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Given fi (x) =
, f2 (x) =
(x+2)2
4
f3 (x) = x, ƒ4 (x) =
2
(x+2)2
x+2'
2x
Find: f (x) =
as a sum or difference of the functions above.
(x+2)?
Of (x) = (f1 + f3) (x)
O f(x) = (f1 – f2) (x)
O f(x) = (f4 - fi)(x)
O f (x) = (f1 + f2) (x)
Transcribed Image Text:Given fi (x) = , f2 (x) = (x+2)2 4 f3 (x) = x, ƒ4 (x) = 2 (x+2)2 x+2' 2x Find: f (x) = as a sum or difference of the functions above. (x+2)? Of (x) = (f1 + f3) (x) O f(x) = (f1 – f2) (x) O f(x) = (f4 - fi)(x) O f (x) = (f1 + f2) (x)
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