Over which interval does a valid solution exist for dy/dx=−2/(x^(3))+2e^(2x−2)?

Answer:
D
Step-by-step explanation:
-2×(x^-3) + 2e^(2x-2) = dy/dx
Integrate for y
y = -2×(x^-2)÷-2 + 2[e^(2x-2) ÷ 2] + c
y = 1/x² + e^(2x-2) + c
y is undefined only at x² = 0
Because x² is in the denominator