Use Euler's method to calculate the first three approximations to the given initial value problem for the specified increment size. Round your results to four decimal places.
-$$y ^ { \prime } = 4 x e ^ { x ^ { 4 } } , y ( 1 ) = 3 , d x = 0.1$$
A) y1 = 3.2699, y2 = 5.1723, y3 = 8.9899
B) y1 = 4.0873, y2 = 5.9897, y3 = 9.8074
C) y1 = 3.6786, y2 = 5.5810, y3 = 9.3986
D) y1 = 4.4960, y2 = 6.3985, y3 = 10.2161

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The Answer of Use Euler's method to calculate the first three approximations to the given initial value problem for the specified increment size. Round your results to four decimal places.
-$$y ^ { \prime } = 4 x e ^ { x ^ { 4 } } , y ( 1 ) = 3 , d x = 0.1$$
A) y1 = 3.2699, y2 = 5.1723, y3 = 8.9899
B) y1 = 4.0873, y2 = 5.9897, y3 = 9.8074
C) y1 = 3.6786, y2 = 5.5810, y3 = 9.3986
D) y1 = 4.4960, y2 = 6.3985, y3 = 10.2161

Use Euler's Method to Calculate the First Three Approximations to the Given