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Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (z) = - 2z +z* SF: LC:: B) f (z) = - z + 7z-1+4z SF: D:: LC: C) f(z) = 3z – z' +7z-3 SF D: D) f(z) = 0.5z? + v3 z + 19 SF: D:: LC: %3D E) f (z) = -z - 4z4- 3z SF: F) f(z) = -12 + 5z – 0.8z2 SF: D:: LC : Even : f(z) = z2 + 7x+4z : Quartic :: -0.8 : Quadratic :: not a polynomial function %3D : f(z) = -z + 3z2 + 7z-3 : not applicable : f(x) = z +-2z : 0.5 : positive : Cubic :-1 %3D : f(z) = V3 z + 0.5z + 19 :f (z) = -4z-4 1 - 3z : f (x) = -0.8r² + 5x – 12 %3D : 1 %3D %3D : Odd : -12 : 3 : Linear : negative : -4 ::

Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (z) = - 2z +z* SF: LC:: B) f (z) = - z + 7z-1+4z SF: D:: LC: C) f(z) = 3z – z' +7z-3 SF D: D) f(z) = 0.5z? + v3 z + 19 SF: D:: LC: %3D E) f (z) = -z - 4z4- 3z SF: F) f(z) = -12 + 5z – 0.8z2 SF: D:: LC : Even : f(z) = z2 + 7x+4z : Quartic :: -0.8 : Quadratic :: not a polynomial function %3D : f(z) = -z + 3z2 + 7z-3 : not applicable : f(x) = z +-2z : 0.5 : positive : Cubic :-1 %3D : f(z) = V3 z + 0.5z + 19 :f (z) = -4z-4 1 - 3z : f (x) = -0.8r² + 5x – 12 %3D : 1 %3D %3D : Odd : -12 : 3 : Linear : negative : -4 ::

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 65E
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Need to find the standard form and degree and type and loading coefficient for all except for the ones that aren’t a function
D) f(x) = 0.5x2 + v3 x +19 SF: Lc E) f (x) = -x³ - 4x 4-3x SF: F) f(x) = -12+ 5x – 0.8x2 SE: LC :: Even :: f (x) = - x² + 7x 1 +4x :: Quartic :: -0.8 :: Quadratic :: not a polynomial function :: f (x) = -x3 + 3x² + 7x – 3 :: not applicable :: f (x) = x + 2x : positive :: Cubic :: -1 :: 0.5 :: f (x) = V3 x“ + 0.5x² +19 :: V3 :: f (x) = -4 4-23 3r : f (x) = -0.8x2 + 5x – 12 :: 1 :: :: Odd ::-12 :: 3 :: Linear :: negative :: -4 99+ ASUS 近
Transcribed Image Text:D) f(x) = 0.5x2 + v3 x +19 SF: Lc E) f (x) = -x³ - 4x 4-3x SF: F) f(x) = -12+ 5x – 0.8x2 SE: LC :: Even :: f (x) = - x² + 7x 1 +4x :: Quartic :: -0.8 :: Quadratic :: not a polynomial function :: f (x) = -x3 + 3x² + 7x – 3 :: not applicable :: f (x) = x + 2x : positive :: Cubic :: -1 :: 0.5 :: f (x) = V3 x“ + 0.5x² +19 :: V3 :: f (x) = -4 4-23 3r : f (x) = -0.8x2 + 5x – 12 :: 1 :: :: Odd ::-12 :: 3 :: Linear :: negative :: -4 99+ ASUS 近
Stuc S Tec A Nor 9 Eng O We S Gra 9 2/2 S Gra S Des S Elec S Qui s Gra 9 2/5 s Sch S :X Wh G hair d.schoology.com/common-assessment-delivery/start/4662712398?action=onresume&submissionld=435412651 Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (x) = - 2x +a SF B) f (z) = - x² + 7x-1+4x SF: C) f(z) = 3z2 – r³ +7x - 3 SF: D) f (z) = 0.5z² + V3 x4 + 19 SF: E) f (z) = -r - 4x-4 - 3x SF: F) f(z) = -12+ 5z – 0.8z? SF: LC : Even : f (z) = - r² + 7x-1 + 4x :: Quartic :: -0.8 :: Quadratic : not a polynomial function :: f(z) = -z +3z2 + 7x- 3 : not applicable :-1 : f (x) = r + * 2x :: 0.5 :: positive : Cubic :f (z) = V3 z + 0.5z? + 19 : V3 :f (x) = -4 4 - 23 3x :f (x) = -0.8r + 5x- 12 :: 1 :: : Odd : -12 :: 3 : Linear : negative :: -4 re to search +66
Transcribed Image Text:Stuc S Tec A Nor 9 Eng O We S Gra 9 2/2 S Gra S Des S Elec S Qui s Gra 9 2/5 s Sch S :X Wh G hair d.schoology.com/common-assessment-delivery/start/4662712398?action=onresume&submissionld=435412651 Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (x) = - 2x +a SF B) f (z) = - x² + 7x-1+4x SF: C) f(z) = 3z2 – r³ +7x - 3 SF: D) f (z) = 0.5z² + V3 x4 + 19 SF: E) f (z) = -r - 4x-4 - 3x SF: F) f(z) = -12+ 5z – 0.8z? SF: LC : Even : f (z) = - r² + 7x-1 + 4x :: Quartic :: -0.8 :: Quadratic : not a polynomial function :: f(z) = -z +3z2 + 7x- 3 : not applicable :-1 : f (x) = r + * 2x :: 0.5 :: positive : Cubic :f (z) = V3 z + 0.5z? + 19 : V3 :f (x) = -4 4 - 23 3x :f (x) = -0.8r + 5x- 12 :: 1 :: : Odd : -12 :: 3 : Linear : negative :: -4 re to search +66
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