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Summer Review Lesson - Tripodmrsantowski.tripod.com/2014MathHL/LessonNotes/Summer...By using the substitution y = ux , show that the differential equation du x— = Y2 + x2 + y can

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Page 1: Summer Review Lesson - Tripodmrsantowski.tripod.com/2014MathHL/LessonNotes/Summer...By using the substitution y = ux , show that the differential equation du x— = Y2 + x2 + y can

8/17/15

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HL2 Math

Page 2: Summer Review Lesson - Tripodmrsantowski.tripod.com/2014MathHL/LessonNotes/Summer...By using the substitution y = ux , show that the differential equation du x— = Y2 + x2 + y can

8/17/15

2

Page 3: Summer Review Lesson - Tripodmrsantowski.tripod.com/2014MathHL/LessonNotes/Summer...By using the substitution y = ux , show that the differential equation du x— = Y2 + x2 + y can

8/17/15

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Page 4: Summer Review Lesson - Tripodmrsantowski.tripod.com/2014MathHL/LessonNotes/Summer...By using the substitution y = ux , show that the differential equation du x— = Y2 + x2 + y can

8/17/15

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SOLVED PROBLEMS ON TAYLOR AND MACLAURIN SERIES …mrsantowski.tripod.com/2014MathHL/LessonNotes/SolvedProblems.pdf · Mika Seppälä: Solved Problems on Taylor and Maclaurin Series

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