Compute n Σ₁ tan(kx) tan((k+1)x) k=1 tan(nx) O a. + (n + 1) tan x b. tan((n+1)x) + tan x − (n + tan((n+1)x) O C. 1 tan x tan((n+1)x) 1 n+1 tan x tan((n+1)x) (n+1) tan x O d. e.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.4: Fractional Expressions
Problem 61E
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Compute
n
Σ₁ tan(kx) tan((k+1)x)
k=1
tan(nx)
O a.
+ (n + 1)
tan x
b. tan((n+1)x) + tan x − (n +
tan((n+1)x)
O C.
1
tan x
tan((n+1)x)
1
n+1
tan x
tan((n+1)x)
(n+1)
tan x
O d.
e.
Transcribed Image Text:Compute n Σ₁ tan(kx) tan((k+1)x) k=1 tan(nx) O a. + (n + 1) tan x b. tan((n+1)x) + tan x − (n + tan((n+1)x) O C. 1 tan x tan((n+1)x) 1 n+1 tan x tan((n+1)x) (n+1) tan x O d. e.
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