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Question 2 (16 points) a) (8 points) Déterminer le volide du solide de révolution représenté sur...
Exercice 16 (14points) Considérez la fonction à deux variables suivante: f(x, y) = 2020 + 33...
Exercice 16 (14points) Considérez la fonction à deux variables suivante: f(x, y) = 2020 + 33 - 3ry + 3. ya) (2 points) Calculez les dérivées partielles du premier ordre: f(x,y) et (E,y). (W (4 points) Trouvez tous les points critiques de f(x,y); (8 points) Classifier ces points critiques (minimum local, marimum local ou point de selle)
This is a problem about linearly polarized EM wave, please see the translation below. You only need to answer the first 2 questions, which are not too much for you. I appreciate and if you keep me pos...
This is a problem about linearly polarized EM wave,
please see the translation below. You only need to answer the first
2 questions, which are not too much for you. I appreciate and if
you keep me posted, i will sure to give you a thumb up
:D
Suppose this wave is linearly polarized, with ε a unit vector
define the direction of polarization and kI = kx the incident wave
vector
(a). Under what conditions do the vectors kI,...
Question 3 A thin-walled cylinder has a cross-sectional area, A = 0.1 m, and a length,...
Question 3 A thin-walled cylinder has a cross-sectional area, A = 0.1 m, and a length, L = 1 m. It is closed on the top and open on the bottom. The cylinder is submerged in water such that its top is level with the water's surface. Un cylindre à paroi mince a une surface de sec- tion transversale, A 0,1 m2, et une longueur, L = 1 m. C'est fermé en haut et ouvert vers le bas. Le cylindre...
1.The following function does not have a Laplace transformation 2.The Laplace transformation for () is 3.If...
1.The following function does not have
a Laplace transformation
2.The Laplace transformation for ()
is
3.If f(s). g(s) represent the Laplace
transformations for f(t). g(t) respectively, then the transform of
h(t)= () is h(s)=
PS:
D is for none of the above
Please justify answer
Thanks in advance
1. La siguiente funcion NO tiene transformada de Laplace a. f(t) = eta b. g(t) = sin 4t c. h(t) = 21 d. ninguna de las anteriores 2. La transformada de Laplace...
please help, thanks in advance! 16. Evaluate the following integrals. (a) (4 points) | (Vu+ )...
please help, thanks in advance!
16. Evaluate the following integrals. (a) (4 points) | (Vu+ ) du (b) (6 points) (e) (8 points) 2e ***+ de sin and y= - r, for 17. (8 points) Slotch the region and find the area bounded by y OSIS
Problem-3 (20 points): The conductor, carrying current I to the right, has three segments: two straight...
Problem-3 (20 points): The conductor, carrying current I to the right, has three segments: two straight segments and one semicircle as seen in the figure below. The magnetic field is uniform and points into the page. Calculate the total magnetic force on this conductor. X de X X F. dFR F X Op X X X EX sin e cos e de sin e de =-cos e dF = Idl x B dl = Rd0 F =Ilx B
DU not press Submit until all questions are colored green and you have double checked your...
DU not press Submit until all questions are colored green and you have double checked your work. e) II Question 2 Which of the following is a solution for the given differential equation? y"+36y-0 a) y(x)-cosh(3x) b) y(x)-sin(6x) e) y(x)-cos(3x) d) y(x)-e e)·y(x)-cos( 12x)-sin( 12x) f) None of the above. Question 3
Over the last fifteen years, the consumption of dematerialized cultural goods has increased dramatically. Today, streaming...
Over the last fifteen years, the consumption of dematerialized
cultural goods has increased dramatically. Today, streaming has
become the main source of consumption of cultural goods.
For some time now, Vivideo has been offering its streaming
service for film and television works in Canada and France. Their
service offers three subscription packages that respectively allow
you to listen to films or series on 1, 2 or 4 devices
simultaneously.
In order to learn more about the users of this service...
please answer EVERY question for an upvote ?? + good review!! Find the antiderivative. 1. /...
please answer EVERY question for an upvote ?? + good review!!
Find the antiderivative. 1. / (2 + z ² )d 2. / sin(x) da 3. / sin(4x)dex 4. /le+e->)de 5. / (r sin(x)de 6. / 12V 22 – 5}dt 7. 8. sin (cos ®) de 9. :da 10 dr In z
Time Remaining: 0:53:16 Hide/Show Time Remaining Part 1 of 1 - Question 3 of 6 1.67...
Time Remaining: 0:53:16 Hide/Show Time Remaining Part 1 of 1 - Question 3 of 6 1.67 Points V Question Progress Find the derivative y' of y = 4 sin 2x COS X O A. 8 cos x cos 2x+ 4 sin 2x sin x -OB. 8 cos x cos 2X-4 sin 2x sin x O C.-4 sin 2x sin x + cos x cos 2x OD. sin 2x sin x + 8 cos x cos 2x Reset Selection Previous Next...
Exercice 16 (14points) Considérez la fonction à deux variables suivante: f(x, y) = 2020 + 33 - 3ry + 3. ya) (2 points) Calculez les dérivées partielles du premier ordre: f(x,y) et (E,y). (W (4 points) Trouvez tous les points critiques de f(x,y); (8 points) Classifier ces points critiques (minimum local, marimum local ou point de selle)
This is a problem about linearly polarized EM wave,
please see the translation below. You only need to answer the first
2 questions, which are not too much for you. I appreciate and if
you keep me posted, i will sure to give you a thumb up
:D
Suppose this wave is linearly polarized, with ε a unit vector
define the direction of polarization and kI = kx the incident wave
vector
(a). Under what conditions do the vectors kI,...
Question 3 A thin-walled cylinder has a cross-sectional area, A = 0.1 m, and a length, L = 1 m. It is closed on the top and open on the bottom. The cylinder is submerged in water such that its top is level with the water's surface. Un cylindre à paroi mince a une surface de sec- tion transversale, A 0,1 m2, et une longueur, L = 1 m. C'est fermé en haut et ouvert vers le bas. Le cylindre...
1.The following function does not have
a Laplace transformation
2.The Laplace transformation for ()
is
3.If f(s). g(s) represent the Laplace
transformations for f(t). g(t) respectively, then the transform of
h(t)= () is h(s)=
PS:
D is for none of the above
Please justify answer
Thanks in advance
1. La siguiente funcion NO tiene transformada de Laplace a. f(t) = eta b. g(t) = sin 4t c. h(t) = 21 d. ninguna de las anteriores 2. La transformada de Laplace...
please help, thanks in advance!
16. Evaluate the following integrals. (a) (4 points) | (Vu+ ) du (b) (6 points) (e) (8 points) 2e ***+ de sin and y= - r, for 17. (8 points) Slotch the region and find the area bounded by y OSIS
Problem-3 (20 points): The conductor, carrying current I to the right, has three segments: two straight segments and one semicircle as seen in the figure below. The magnetic field is uniform and points into the page. Calculate the total magnetic force on this conductor. X de X X F. dFR F X Op X X X EX sin e cos e de sin e de =-cos e dF = Idl x B dl = Rd0 F =Ilx B
DU not press Submit until all questions are colored green and you have double checked your work. e) II Question 2 Which of the following is a solution for the given differential equation? y"+36y-0 a) y(x)-cosh(3x) b) y(x)-sin(6x) e) y(x)-cos(3x) d) y(x)-e e)·y(x)-cos( 12x)-sin( 12x) f) None of the above. Question 3
Over the last fifteen years, the consumption of dematerialized
cultural goods has increased dramatically. Today, streaming has
become the main source of consumption of cultural goods.
For some time now, Vivideo has been offering its streaming
service for film and television works in Canada and France. Their
service offers three subscription packages that respectively allow
you to listen to films or series on 1, 2 or 4 devices
simultaneously.
In order to learn more about the users of this service...
please answer EVERY question for an upvote ?? + good review!!
Find the antiderivative. 1. / (2 + z ² )d 2. / sin(x) da 3. / sin(4x)dex 4. /le+e->)de 5. / (r sin(x)de 6. / 12V 22 – 5}dt 7. 8. sin (cos ®) de 9. :da 10 dr In z
Time Remaining: 0:53:16 Hide/Show Time Remaining Part 1 of 1 - Question 3 of 6 1.67 Points V Question Progress Find the derivative y' of y = 4 sin 2x COS X O A. 8 cos x cos 2x+ 4 sin 2x sin x -OB. 8 cos x cos 2X-4 sin 2x sin x O C.-4 sin 2x sin x + cos x cos 2x OD. sin 2x sin x + 8 cos x cos 2x Reset Selection Previous Next...
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