Calculus Archive: Questions from May 05, 2022
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Let f (x; y; z) be a function with partial derivatives, with respect to continuous x, y, and z. If one makes the change of variable to coordinates spherical (here is the first equation shown in the im
Problema 7. (Valor 10 pto.) Sea f (x,y,z) una función con derivada parciales, con respecto a x,y y z continuas. Si uno hace el cambio de variable a coordenadas esféricas • (2,0,0) = (p sen y cos 61 answer -
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help me resolve integral. show all procedure
Resolver las siguientes integrales. (20 puntos) 1. x + 1 dx 3 - 2x - x2 2. 5 – ex dx e 2x 3. 0 ro ex cot(ex) csc(ex) dx ) ) 1 4. 4. 4 x2 + 1 S dx VX 11 answer -
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nowledge and understanding (15 marks) Differentiate. You do not need to simplify. a) y = 2cos(x2) b) y = sin(x) 2 c) y = sin() ) y d) y = sin(x) - cos? (x) IN NI e) y = cos x tanx sin(x) f) y = NI NI1 answer -
resolve integral. show all procedure.
Resolver las siguientes integrales.(20 puntos) 1. x + 1 dx 3 - 2x - x2 - 2. . 5 - ex dx e 2x 3. re ex cot(er) csc(ex) dx 1 * () ** 4. - 4 x2 + 1 4 dx VX1 answer -
Find the indicated partial derivatives
6. f(x, y) = In (x2 + y2) + 2; fr(x, y), fx(x, y), fry(x, y) 12.). f. 1 ff(y)f(ru)1 answer -
1. Evalúe el integral -X SIT x cos y dz dy dx II.Calcule el volumen del sólido en la figura dada. III. Reescriba el integral utilizando el orden dxdzdy. Luego comente si es o no es conveniente hacer1 answer -
1) Escoga uno de los siguientes dos ejercicios para determinarle su masa y el centro de masa del sólido de densidad dada acotado por las gráficas de las ecuaciones. Establezca claramente el integral1 answer -
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Considere el integral Sdx. Al resçribirlo queda du en términos de 3 2x-1 la nueva variable de integración 3 2 J2 u O True False1 answer -
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Solve the initial value problem. y'(x) = 4 sec(3.x) tan(3x) : y) = 3 o y = 4(secx + 2) y = tan r+4 y = 4(tan x + 2) 4 y = sec 3x+2)1 answer -
Solve the initial value problem y = x; y(-1) = 3 y = (x - 1) + 3 y = (x - 1)ek + 3+2e-1 y=(x - 1)e? + 3 + e yre +3+ 2e-11 answer -
Solve the differential equation for general solution - 2 v y = 14x + C + c y = V14x + C, or y = - 14x+ y= V7x+C, or y = --/7x+C y= V14x + c3 answers -
Find the equation of the line tangent to y = 2x 1+x2 at x = 3 y - š = A (- aC – 3) 3 = 5 4 25 4 Oy - 25 = } (x – 3) 4 y + 25 = }(x – 3) y = y - } = -1} (x – 3) a - 4 25 r —1 answer -
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1. If you invest $4,000 in an account that pays you 12% per year compounded continuously, what is the average balance on your investment between the fifth and tenth years? 2. Find the mean value in th
D Pregunta 1 15 pts Tier ejec Inten 52 Si inviertes $4000 en una cuenta que te paga 12% anual compuesto continuamente, ¿cuál es el saldo promedio en tu inversión entre el quinto y el décimo año?1 answer -
*options in the pictures below* 5. Find the arc length on the line: f(x)= 2x+7 between x=0 and x=1 6. Calculate the volume of the solid generated by rotating the region bounded above by y=x^2, below
D Pregunta 5 15 pts Encuentre la longitud de arco de la línea f(x)=2x+7 entre x=Oy x=1 2.24 5.31 1.79 O 3.62 Siguiente Lield OP Pregunta 6 10 pts Tiempo de ejecución: intento vencid 46 minutos Cal1 answer -
problems are in the firs pictures and the options are in the pictures below
1. If you invest $4,000 in an account that pays you 12% per year compounded continuously, what is the average balance on your investment between the fifth and tenth years? 2. Find the mean value in th1 answer -
*options in the pictures below* 5. Find the arc length on the line: f(x)=2x+7 between X=0 and x=1 6. Calculate the volume of the solid generated by rotating the region bounded above by y=x^2, below by1 answer -
4. A piece of metal having a temperature of 70°F is deposited (at time t=0) in a place where the temperature is maintained at 40°F. After 3 minutes, the temperature of the object has dropped to 60°1 answer -
Para calcular el volumen de la parte inferior, ésta se divide en dos partes, la que queda dentro Santiago oroko cilindro 2 y la que delimita la esfera quitándole el volumen del cilindro 2. Entonces0 answers -
Question 2 Find y 031-71 (a) y = e46 (b) y=x’Inx= x (c) y = et in5x1 (c) y = In 4-X 3.x+8 (d) y = In(x-3) 31n|x1 (e) y= 3x +4 Note 0.1 In [x = { = Inx, ifx >0; In(-x), if x1 answer -
Find the Jacobian of the transformation. x = 7V + 7w2, y = 4w + 4u2, z = 8 + 812 2(x, y, z) a(u, v, w)1 answer -
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