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Solve the Initial-Value Problem = 1

Question 99

Multiple Choice

Solve the initial-value problem Solve the initial-value problem = 1 + , (0) = 1, y(0) = 0. A) y = -ln(cos(x) - sin(x) ) B) y = ln(cos(x) - sin(x) ) C) y = -ln(sin(x) - cos(x) ) D) y = ln(sin(x) - cos(x) ) E) None of the above = 1 + Solve the initial-value problem = 1 + , (0) = 1, y(0) = 0. A) y = -ln(cos(x) - sin(x) ) B) y = ln(cos(x) - sin(x) ) C) y = -ln(sin(x) - cos(x) ) D) y = ln(sin(x) - cos(x) ) E) None of the above , Solve the initial-value problem = 1 + , (0) = 1, y(0) = 0. A) y = -ln(cos(x) - sin(x) ) B) y = ln(cos(x) - sin(x) ) C) y = -ln(sin(x) - cos(x) ) D) y = ln(sin(x) - cos(x) ) E) None of the above (0) = 1, y(0) = 0.


A) y = -ln(cos(x) - sin(x) )
B) y = ln(cos(x) - sin(x) )
C) y = -ln(sin(x) - cos(x) )
D) y = ln(sin(x) - cos(x) )
E) None of the above

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