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10. Given: f(x) 3= d) tan(A – B) and g(x)=x² +8 x- 5 Find: a) (f-g)(x) (g •(8))(x) i) (g-f)(3) b) (x) f) s'(x) (f8)(-1) j) c) d) (g•f)(x) 8 (x) (Sof")(4) (fog)(x) (fog)(5) (gof)(5) g) k) h) 1)

10. Given: f(x) 3= d) tan(A – B) and g(x)=x² +8 x- 5 Find: a) (f-g)(x) (g •(8))(x) i) (g-f)(3) b) (x) f) s'(x) (f8)(-1) j) c) d) (g•f)(x) 8 (x) (Sof")(4) (fog)(x) (fog)(5) (gof)(5) g) k) h) 1)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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10. Given: f(x) = - 1 and g(x)= x² + 8 d) tan(A – B) X - 5 Find: a) (f-g)(x) e) (g•(8))(x) (g-f)X3) i) b) (x) f) s'(x) j) (fe)(-1) c) (f•g)(x) d) (gof)(x) g) g'(x) (fog)(5) (gof)(5) k) h) 1) n.0orrect to one decimal place. Fauations, Inequalities & Identities
Transcribed Image Text:10. Given: f(x) = - 1 and g(x)= x² + 8 d) tan(A – B) X - 5 Find: a) (f-g)(x) e) (g•(8))(x) (g-f)X3) i) b) (x) f) s'(x) j) (fe)(-1) c) (f•g)(x) d) (gof)(x) g) g'(x) (fog)(5) (gof)(5) k) h) 1) n.0orrect to one decimal place. Fauations, Inequalities & Identities
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