5

# Given d ={(ex _ y), y(0.3) = 5, h 0.3.By using Runge-Kutta Fourth dx Order Method to approximate y(0.6), we know that J1 = Yo +h(k1 + 2kz + 2k3 +k4)What is k1 value...

## Question

###### Given d ={(ex _ y), y(0.3) = 5, h 0.3.By using Runge-Kutta Fourth dx Order Method to approximate y(0.6), we know that J1 = Yo +h(k1 + 2kz + 2k3 +k4)What is k1 value?Select one:A -7.8833B. 49.4411C-23.6501D. 54.2314

Given d ={(ex _ y), y(0.3) = 5, h 0.3.By using Runge-Kutta Fourth dx Order Method to approximate y(0.6), we know that J1 = Yo +h(k1 + 2kz + 2k3 +k4) What is k1 value? Select one: A -7.8833 B. 49.4411 C-23.6501 D. 54.2314  #### Similar Solved Questions

##### Problem | A solid conducting sphere has= nct positive and radius 0,.400 m; Ata point |,20 m from its center; the electric potential is 24.0 V. Assume that the poteutial js zero infinity. Find the potential at the center of the sphere. 72.0 V
Problem | A solid conducting sphere has= nct positive and radius 0,.400 m; Ata point |,20 m from its center; the electric potential is 24.0 V. Assume that the poteutial js zero infinity. Find the potential at the center of the sphere. 72.0 V...
##### Find the general solution of the given second-order differential equation. Y' y" 12y 0Yx)
Find the general solution of the given second-order differential equation. Y' y" 12y 0 Yx)...
##### SKYSCRAPERS The John Hancock Center in Chicago has 100 stories and is 343 meters high. Give this height in hectometers.
SKYSCRAPERS The John Hancock Center in Chicago has 100 stories and is 343 meters high. Give this height in hectometers....
##### Prove each identity, assuming that $S$ and $E$ satisfy the conditions of the Divergence Theorem and the scalar functions and components of the vector fields have continuous second-order partial derivatives. $$\iint_{S} \operatorname{curl} \mathbf{F} \cdot d \mathbf{S}=0$$
Prove each identity, assuming that $S$ and $E$ satisfy the conditions of the Divergence Theorem and the scalar functions and components of the vector fields have continuous second-order partial derivatives. $$\iint_{S} \operatorname{curl} \mathbf{F} \cdot d \mathbf{S}=0$$...
##### Simplify the expression.~3 b 4 a
Simplify the expression. ~3 b 4 a...
##### Linear regression model:Ey) Bo + B1X,where y appraised value of the house (in thousands of dollars) and X = number of rooms: Using data collected for a sample of n = 74 houses in East Meadow, the following results were obtained:74.80 + 19.72xGive a practical interpretation of the estimate of 0, the standard deviation of the random error term in the model:We expect 95% of the observed appraised values to lie on the least squares line: We expect to predict the appraised value of an East Meadow hou
linear regression model: Ey) Bo + B1X, where y appraised value of the house (in thousands of dollars) and X = number of rooms: Using data collected for a sample of n = 74 houses in East Meadow, the following results were obtained: 74.80 + 19.72x Give a practical interpretation of the estimate of 0, ...
##### QUEStionFind the volume of the solid generated by revolting around Ihe y-axis the region under y=3x2irom *-Oto *=3A 2431/108. 237/10Non of the above.431/10E 241/10F31/10
QUEStion Find the volume of the solid generated by revolting around Ihe y-axis the region under y=3x2 irom *-Oto *=3 A 2431/10 8. 237/10 Non of the above. 431/10 E 241/10 F31/10...
##### 3 points) Find the eigenvalues and corresponding eigenvectors of the matrixA4 =6|3 points) Find basis for the eigenspace corresponding to the eigenvalue A = -2 of the matrixA =-3 ~13(3 points) Find two linearly independent eigenvectors of the matrix below corresponding to the eigenvalue A = 0.
3 points) Find the eigenvalues and corresponding eigenvectors of the matrix A4 = 6| 3 points) Find basis for the eigenspace corresponding to the eigenvalue A = -2 of the matrix A = -3 ~13 (3 points) Find two linearly independent eigenvectors of the matrix below corresponding to the eigenvalue A =...
##### Evaluate the following limit Use "Hopital's Rule when it is convenient and applicablelim 3 X-0sinlim X+0sin(Type an exact answer:)
Evaluate the following limit Use "Hopital's Rule when it is convenient and applicable lim 3 X-0 sin lim X+0 sin (Type an exact answer:)...