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curva corresponde á función f(x) = 3sinx-x ea recta a y = (Calcula previamente os puntos de corte de ambas as dúas gráficas). Calcula el área encerrada entre la recta y la curva, indicada en el dibujo, siendo que la curva corresponde a la función f(x)=3sinx-x y la recta a y=-x (Calcula previamente los puntos de corte de ambas gráficas).

curva corresponde á función f(x) = 3sinx-x ea recta a y = (Calcula previamente os puntos de corte de ambas as dúas gráficas). Calcula el área encerrada entre la recta y la curva, indicada en el dibujo, siendo que la curva corresponde a la función f(x)=3sinx-x y la recta a y=-x (Calcula previamente los puntos de corte de ambas gráficas).

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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6.-a) Calcula a área encerrada entre a recta e a curva, indicada no debuxo, sendo que a curva corresponde á función f(x) = 3sinx-x ea recta a y = -x (Calcula previamente os puntos de corte de ambas as dúas gráficas). Calcula el área encerrada entre la recta y la curva, indicada en el dibujo, siendo que la curva corresponde a la función f(x) = 3sinx-x y la recta a y = -x (Calcula previamente los puntos de corte de ambas gráficas). b) Encontra as funcións (encuentra las funciones) primitivas de: b1) = dx b2) fx² In x dx E A
Transcribed Image Text:6.-a) Calcula a área encerrada entre a recta e a curva, indicada no debuxo, sendo que a curva corresponde á función f(x) = 3sinx-x ea recta a y = -x (Calcula previamente os puntos de corte de ambas as dúas gráficas). Calcula el área encerrada entre la recta y la curva, indicada en el dibujo, siendo que la curva corresponde a la función f(x) = 3sinx-x y la recta a y = -x (Calcula previamente los puntos de corte de ambas gráficas). b) Encontra as funcións (encuentra las funciones) primitivas de: b1) = dx b2) fx² In x dx E A
5.- a) Calculate the enclosed area between straight line and a curve, indicated not on the drawing, being that cunva corresponds to function fx)= 3sinx -x e a straight line to y=-x (Preliminary calculation of the cut-off points of both graphs). I calculate the enclosed area between the line and the curve, indicated in the drawing, being that the curve = 3sinx - x and the line to y=-x corresponds to the function f(«) (Preliminary calculation of the cutoff points of both graphs)..
Transcribed Image Text:5.- a) Calculate the enclosed area between straight line and a curve, indicated not on the drawing, being that cunva corresponds to function fx)= 3sinx -x e a straight line to y=-x (Preliminary calculation of the cut-off points of both graphs). I calculate the enclosed area between the line and the curve, indicated in the drawing, being that the curve = 3sinx - x and the line to y=-x corresponds to the function f(«) (Preliminary calculation of the cutoff points of both graphs)..
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