Find solutions to the equation y = - 4x + 1 for the x-values -1,0, and...
Find solutions to the equation 2x + 3y = 6 for the values x = 0, y = 0, and x = -3. Provide your answer below: (0:0),O,0),(-3,0) I
The slope field for the equation
y'=-x+y is shown above
On a print out of this slope field, sketch the solutions that
pass through the points
(i) (0,0);
(ii) (-3,1); and
(iii) (-1,0).
From your sketch, what is the equation of the solution to the
differential equation that passes through (-1,0)? (Verify that your
solution is correct by substituting it into the differential
equation.)
(1 point) The slope field for the equation yl = x + y is shown below 11771 このアントにおすすすすすすと EZIZLI 1107 7777 -111111 On a print out of this slope field, sketch the solutions that pass through the points (i) (0,0); (ii) (-3,1); and (iii) (-1,0). From your sketch, what is the equation of the solution to the differential equation that passes through (-1,0)? (Verify that your solution is correct by substituting it into the differential equation.) y =
Find the family of two - parameter solutions of the Cauchy-Euler differential equation: 4x²y² + 4xy - y = 0
Find dy for the given values of x and Ax. y = 4x? - - 9x; * = - 3 and Ax=0.3 (Round to the nearest tenth as needed.) Enter your answer in the answer box MacBook esc F 90 F a # 1 2 3 $ 4 % 5 6 & 7 Q W IT R T Y A S C L
10. Find all solutions of the equation 4x +1-vx-2 3.
i) Find all values of a for which all solutions of the differential equation y/ar 2)y = 0, x0 approach zero as x -+ 0.
i) Find all values of a for which all solutions of the differential equation y/ar 2)y = 0, x0 approach zero as x -+ 0.
Find a particular solution to
the differential equation.
24. y"(x)yx) = 4x cosx
24. y"(x)yx) = 4x cosx
7) Obtain the general solution to the equation. dy-y + 4x + 1 dx X The general solution is y(x) = Ignoring lost solutions, If any. Fill in Box
(1 point) The functions y = x + are all solutions of equation: xy + 2y = 4x², (x > 0). Find the constant c which produces a solution which also satisfies the initial condition y(5) = 7. C=