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Description
The life of Michelangelo Buonarroti.
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Sin (2019)
Genre: History, Drama
Cast: Alberto Testone (Michelangelo Buonarroti), Umberto Orsini (Marchese Malaspina), Nicola Adobati (Lorenzo de Medici duca d'Urbino)
Crew: Elda Ferri (Co-Producer), Andrei Konchalovsky (Screenplay), Andrei Konchalovsky (Director)
Release: 2019-11-14
Budget: $7,257,908
Revenue: $90,885,256
Mechanical Equipment Sales Representative: Tevin Hammes
Biomedical Engineer: Dr. Jonathan Purdy I
Agricultural Science Technician: Bernadette Gerhold
Electric Meter Installer: Demetrius DuBuque
Event Planner: Prof. Chadrick Nienow
Computer-Controlled Machine Tool Operator: Mrs. Karelle Crooks
Law Enforcement Teacher: Cleta Lynch
Nuclear Power Reactor Operator: Prof. Donald Christiansen Jr.
Food Preparation: Taylor Runolfsdottir
Costume Attendant: Marilyne Nicolas
Outdoor Power Equipment Mechanic: Nicolas Fisher
Sailor: Prof. Estefania Larson
Clinical Laboratory Technician: Cathryn Graham
Cast: Alberto Testone (Michelangelo Buonarroti), Umberto Orsini (Marchese Malaspina), Nicola Adobati (Lorenzo de Medici duca d'Urbino)
Crew: Elda Ferri (Co-Producer), Andrei Konchalovsky (Screenplay), Andrei Konchalovsky (Director)
Release: 2019-11-14
Budget: $7,257,908
Revenue: $90,885,256
Mechanical Equipment Sales Representative: Tevin Hammes
Biomedical Engineer: Dr. Jonathan Purdy I
Agricultural Science Technician: Bernadette Gerhold
Electric Meter Installer: Demetrius DuBuque
Event Planner: Prof. Chadrick Nienow
Computer-Controlled Machine Tool Operator: Mrs. Karelle Crooks
Law Enforcement Teacher: Cleta Lynch
Nuclear Power Reactor Operator: Prof. Donald Christiansen Jr.
Food Preparation: Taylor Runolfsdottir
Costume Attendant: Marilyne Nicolas
Outdoor Power Equipment Mechanic: Nicolas Fisher
Sailor: Prof. Estefania Larson
Clinical Laboratory Technician: Cathryn Graham
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Trigonometric Identities - math - sin ^2 (x) + cos ^2 (x) = 1 . tan ^2 (x) + 1 = sec ^2 (x) . cot ^2 (x) + 1 = csc ^2 (x) . sin(x y) = sin x cos y cos x sin y . cos(x y) = cos x cosy sin x sin y
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Derivative Trig Functions - = sin(x) * 0 * 1 * 1/2 + cos(x) * 1 = cos(x) Proof of cos(x): from the derivative of sine. This can be derived just like sin(x) was derived or more easily from the result of sin(x) Given: sin(x) = cos(x); Chain Rule. Solve: cos(x) = sin(x + PI/2) cos(x) = sin
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