Solve the differential Squation. 1 + 4 dt ut? + 14t2 du = +++ +C X...

Question

Question

math calculus

Answer 1

Answer #1

Please see the solution and if you have any doubt please comme, provide whole equation (solution) in the box

Thanks

Solution dy dt 1+14 ut tut t du dt (1+19) ť (utu) (ut u du = (1+ta) dt Scut u du = |( + x²) dt 3 U² us j + c L + 5 2 3 u² I t

Answer 2

Similar Homework Help Questions

Solve the differential equation. du dt 1 + 44 ut? + 14t2 with

Solve the differential equation. du dt 1 + 44 ut? + 14t2 with
Solve initial-value problem with u(o)= -4 du dt 35 + 7u + 5t + ut

Solve initial-value problem with u(o)= -4 du dt 35 + 7u + 5t + ut
Find the solution of the differential equation that satisfies the given initial condition. du dt 2u...

Find the solution of the differential equation that satisfies the given initial condition. du dt 2u 2t + sec?(t), u(0) = -5 U = V2 + tan(t) + 25 X

Find the particular solution of differential equation -t du 2e dt at, initial condition, a 2(0)=1.

Find the particular solution of differential equation -t du 2e dt at, initial condition, a 2(0)=1.
solve Question 6: Given that v(0) = 2 and dv(0)/dt = 4, solve the following second-order...

solve Question 6: Given that v(0) = 2 and dv(0)/dt = 4, solve the following second-order differential equation d- du ( +54 + 60 = 10e-'u(t) dt 4 marks
QUESTION 1 (15 MARKS) a) Given 4'{+93}=LC }-( - siu (au) sin’au) sin(2t - 2u) du....

QUESTION 1 (15 MARKS) a) Given 4'{+93}=LC }-( - siu (au) sin’au) sin(2t - 2u) du. Use the convolution theorem to determine the value of constant a. (5 marks) b) Using Laplace transform, solve the simultaneous differential equations dac dt - 4 =1+t, +2=t-1. dt given that x(0) = 0 and y(0) = 3. (10 marks)

solve please as soon as possible 24) Solve the ordinary differential equation: 1 + 2 dt?...

solve please as soon as possible 24) Solve the ordinary differential equation: 1 + 2 dt? dt + 5y = e sint, given that when t=0: y=0, and x = 1
Solve the given system of differential equations by systematic elimination dx 20y dt dy = X...

Solve the given system of differential equations by systematic elimination dx 20y dt dy = X + Z dt dz = X + y dt (x(t), y(t), z(t))
4. Show that the equation ut au bu du f(x, t) can be transformed into an...

4. Show that the equation ut au bu du f(x, t) can be transformed into an equation of the form by first making the transformation ξ-x-ct. T-x + ct and then letting u weaf+dr for some choice of a, β.

2. Using Laplace transform, solve the system of differential equations d.x: dy dt where x(0)1 2. Using Laplace transform, solve the system of differential equations d.x: dy dt where x(0)1

2. Using Laplace transform, solve the system of differential equations d.x: dy dt where x(0)1 2. Using Laplace transform, solve the system of differential equations d.x: dy dt where x(0)1