Question

y" + 100y = 0, y? = cos 10x, y? = sin 10x What step should you take for each given function to verify that it is a solution to the given differential equation? A. Integrate the function and substitute into the differential equation. B. Substitute the function into the differential equation. C. Differentiate the function and substitute into the differential equation. D. Determine the first and second derivatives of the function and substitute into the differential equation. Start with $y_1 = \cos 10x$. Integrate or differentiate the function as needed. Select the correct choice below and fill in A. The indefinite integral of is $\int y_1 \, dx = \boxed{}$ B. The first derivative is $y_1' = \boxed{}$ C. The first derivative is $y_1' = \boxed{}$ and the second derivative is $y_1" = \boxed{}$ D. The function does not need to be integrated or differentiated to verify that it is a solution to the differential equation

          y" + 100y = 0, y? = cos 10x, y? = sin 10x
What step should you take for each given function to verify that it is a solution to the given differential equation?
A. Integrate the function and substitute into the differential equation.
B. Substitute the function into the differential equation.
C. Differentiate the function and substitute into the differential equation.
D. Determine the first and second derivatives of the function and substitute into the differential equation.
Start with $y_1 = \cos 10x$. Integrate or differentiate the function as needed. Select the correct choice below and fill in
A. The indefinite integral of is $\int y_1 \, dx = \boxed{}$ 
B. The first derivative is $y_1' = \boxed{}$
C. The first derivative is $y_1' = \boxed{}$ and the second derivative is $y_1" = \boxed{}$
D. The function does not need to be integrated or differentiated to verify that it is a solution to the differential equation

y" + 100y = 0, y? = cos 10x, y? = sin 10x
What step should you take for each given function to verify that it is a solution to the given differential equation?
A. Integrate the function and substitute into the differential equation.
B. Substitute the function into the differential equation.
C. Differentiate the function and substitute into the differential equation.
D. Determine the first and second derivatives of the function and substitute into the differential equation.
Start with y1 = cos 10x. Integrate or differentiate the function as needed. Select the correct choice below and fill in
A. The indefinite integral of is ∫ y1 dx =
B. The first derivative is y1' =
C. The first derivative is y1' = and the second derivative is y1" =
D. The function does not need to be integrated or differentiated to verify that it is a solution to the differential equation

Added by Matthew F.

Question

Please give Ace some feedback