Other Math Archive: Questions from June 16, 2022
-
1 answer
-
PROGRAMACIÓN LINEAL . SE RESUELVE MEDIANTE TORA 1- A grocery store sells three types of soft drinks: the brands of Cola A1, Cola A2 and the cheaper generic brand of Cola A3. The price per can A1, A2
1- Una tienda de Abarrotes vende tres tipos de refrescos las marcas de Cola A1, Cola A2 y la marca más barata genérica de Cola A3 . El precio por lata A1, A2 Y A3 es de 80, 70, 60 centavos ,respecti1 answer -
3 answers
-
2. Which of the following is a solution? 3. The y=6x^2 function is a solution for:
2 3 1 point Cual de las siguientes es solucion de y"-y'-6y=0 y = ex y=-5ex y=4e2x y=2e3x 1 point DED La funcion y=6x2 es solucion de www xy' +2y=0 x²y"+2y=0 x2y"-2xy' +2y=0 y"-2xy' +2y=0 D1 answer -
1 answer
-
Apply Laplace transforms
Aplica transformadas de Laplace para resolver el problema de valor inicial. dy 2 +y = 0, y(0) = -3 dt1 answer -
Solve the initial value problem using Laplace transforms.
Resuelve el problema de valor inicial empleando transformadas de Laplace. y'+y=f(t), y(0)=0, f(t) = {1, 0≤t1 answer -
1 answer
-
Translation in picture. 4 questions.
Consider the following information to answer questions 16, 17, 18 and 19: For 150 days a subject remains stable at 78kg with an average food intake of 2.3kg per day. At the end of this period the dail1 answer -
The following table presents the evolution of the weight of a subject that maintains a diet of 1.9kg daily of food. - If the subject does not interrupt his diet, how much of his weight will he lose in
21. La siguiente tabla presenta la evolución del peso de un sujeto que mantiene una dieta de 1.9kg diarios de alimento Días Peso (kg) 0 100 1 99.6 2 99.5 3 99.5 4 98.7 S 98.6 6 98.4 7 98.3 8 97.9 91 answer -
22. La siguiente tabla ilustra la dinámica poblacional entre conejos (C) y zorros (Z) Año Conejos (x103) Zorros (x10) 0 26.6 8.2 1 36.8 7.2 2 38.2 12.2 3 50.7 18.9 4 58 22.1 5 46.4 43.1 6 36.1 48.71 answer -
1 answer
-
Use cross product to solve the problems
1. sin (x + y) = sin x cos y + cos x sin y 2. sin (x - y) = sin x cos y - cos x sin y 4 5. tan (x + y) = 3. cos (x + y) = cos x cos y-sin x sin y cos (x - y) = cos x cos y + sin x sin y tan x + tan y3 answers -
Solve this initial value problem to express the displacement x of the mass as a function of time. interpret the resulting movement. Plot x(t). Pregunta 2 Resolver este PVI para expresar el desplazamie1 answer -
A=6 B=4 C=3 find the solution of this differential equation using the parameter variation method Write the answer in the form y=f(x) completely simplify, coherent, complete, detailed and correct solut1 answer -
A= 6 B= 4 Find the general solution of this initial value problem. write the answer in the form y=f(x) completely simplify, coherent, complete, detailed and correct solution.include all steps. Pregunt1 answer -
A=6 B=4 C=3 Find the general solution of this initial value problem. write the answer in the form y= f(x) completely simplify, coherent, complete, detailed and correct solution.include all steps. Preg3 answers -
Only exercise #6 6. Find the x matrix in the equation 2M - 3X + P = 0.
-1 0 -2 41 [3 Dadas las matrices M = - 17²2 N = [²5] V² = 12 = 2 4 y P 2. - 0 -1. Determina los siguientes 1. La dimensión de M, N y de P 2. N - P 3. M + P 4.-2N 5.4P - 3M 6. Halla la matriz X en1 answer