The answer above is NOT correct. Solve the initial-value problem Answer: y(t) = (1/7)te^(-7t) d²y dy d1² +14. +49y0, y(1) = 0, y (1) = 1. dt

Q: y=Arccos (x²)

A:

Q: Use Euler’s explicit method to solve the ODE dy/dx= -1.4 + 8e^ -0.3x from x= 0 to x= 2.4 with the…

A:

Q: Jx"(x* +2)"³ dx

A: We will find out the required value.

Q: 4. Solve dx -dy = 0 %3D x²y xy?

A:

Q: Solve dy/dx =( y+x-2) /(y-x-4) Equation s reducible to homogenous form

A:

Q: Obtain the roots of the following equation using Secant Meth a. f(x)= x^3 - 2x-5; use 2.5 and 3 as…

A:

Q: B- Find dy / dx for the following functions: (3 mark) * 1- Y= sin( coshx log, 2 ) 1 Add file 2- (3…

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: a) L{te3t – sint + cost} =? 1 =? b) L-'s-2)(s2+25-5)

A: a) We have to find ℒte3t-sint+cost

Q: Q1) Solve the differential euqation  dy/dx = xe^(-y) where y(1) = ln(1/2)

A:

Q: 6. y%= arcsin a Va2-x2

A: Given: 6. y=xa2-x2-arcsinxa

Q: Solve Where X (0) = (1) 1 = (-²₂23) X(0) + (₂) X' (t) =

A:

Q: Find y dx' 1. y (32x)³(x² - 2)

A: Here is the solution

Q: Longest interval for (t+2)y’’-(sint)y’+ty/t-4=e^2t/t y(-1)=0

A:

Q: y = Arctan (2x)

A:

Q: х3—125 dy 5. у %3 х2+5х+25' dx х-1 + x+1 dy 6. у %3 б. dx

A:

Q: If f(x) = t° dt then f'(x) = f'(– 6) =

A: SOLUTION-

Q: y = 3Arcsin (2x³) -- Arccos(2x³)

A:

Q: solve dx dt. (1 = 72 X -2 7 with X (0) = 3 L2

A:

Q: (1) Find y' (or 2 if y = 1+2 + V3 + v5x? + 7. (or ) dx

A: Given: y=1+2+3+5x2+7

Q: (1 point) Find the differential of the function w = dw dx+ = x³ sin(y526) dy+ dz

A:

Q: Solve the first order o.d.e dy/dx=(1+y^2)e^x

A:

Q: cos x )y+y'= e^(-sinx) solve the dif eq for the problem above  thanks

A: Given that  (cos x )y+y'= e^(-sinx)

Q: x'y'dx +5x² ydy + 6 ydx =

A: