2√√TT (1) 16T (³) √T (³) +r (³)Ã (3) ³/² + π√2 († (13) + 25 (³)) 3/2 + /r(³)+¹(³)ƒ T() (√2+8√(¹)+(1r (1¹) 3/2 π 2πT()+T() (π+4√/2 (T (²) +T()) (³/2) ㅠ
2√√TT (1) 16T (³) √T (³) +r (³)Ã (3) ³/² + π√2 († (13) + 25 (³)) 3/2 + /r(³)+¹(³)ƒ T() (√2+8√(¹)+(1r (1¹) 3/2 π 2πT()+T() (π+4√/2 (T (²) +T()) (³/2) ㅠ
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.2: Properties Of Division
Problem 36E
Related questions
Question
simplify the expression
![2√πT (1)
3/2
16r (³) √r () +r()r (3) ³/² + √2 (r (1) + 2r (2))
π
/r( ³ )+r( ³ )
π
T()√2 +8√
(2) ³/2)
2r
+ 2πT ()+I (³) (+4√2 (T (²) +T (5)) (³/²)
(³)
5)3/2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb85aaeef-5808-476d-a95a-b50081577203%2Fed4299c7-61e0-466a-8672-fb9d92d5f725%2Fdjvk0c_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2√πT (1)
3/2
16r (³) √r () +r()r (3) ³/² + √2 (r (1) + 2r (2))
π
/r( ³ )+r( ³ )
π
T()√2 +8√
(2) ³/2)
2r
+ 2πT ()+I (³) (+4√2 (T (²) +T (5)) (³/²)
(³)
5)3/2
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