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IntroductionGT package Math Olympiad
Math Olympiad 1
Week 1: Number PuzzlesWeek 2: Quantitative ConceptsWeek 3: Counting NumbersWeek 4: Find the Different OneWeek 5: Quiz 1Week 6: Abacus Number Sequence Week 7: Number AnalogiesWeek 8: Math AnalogiesWeek 9: Counting ObjectsWeek 10: Quiz 2Week 11: Volume MeasurementWeek 12: ComparsionWeek 13: Length & DistanceWeek 14: Find matching figureWeek 15: Quiz 3Week 16: Number RelationshipsWeek 17: Even & Odd NumbersWeek 18: Order & SequenceWeek 19: Arithmetic ReasoningWeek 20: Quiz 4Week 21: Distribution ProblemsWeek 22: Mixed OperationsWeek 23: Move to EqualizeWeek 24: Addition & SumWeek 25: Quiz 5Week 26: Mid-Term ExamWeek 27: Subtraction & DifferenceWeek 28: Figure AnalysisWeek 29: Calendar ProblemWeek 30: WeightWeek 31: Quiz 6Week 32: Money & CoinWeek 33: Time MeasurementWeek 34: Make It BalanceWeek 35: Geometry ProblemWeek 36: Quiz 7Week 37: Geometric PatternWeek 38: Lining up & IntervalWeek 39: Make an EquationWeek 40: Half & TotalWeek 41: Quiz 8Week 42: Figure ClassificationWeek 43: Age ProblemWeek 44: Calculation ShortcutWeek 45: Logic DeductionWeek 46: Quiz 9Week 47: Digits & Digit sumWeek 48: Sum and DifferenceWeek 49: Cutting & ConnectingWeek 50: Challenging QuestionsWeek 51: Quiz 10Week 52: Final Exam
Math Olympiad 2
Math Olympiad 3
Math Olympiad 4
Math Olympiad 5
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Distribution Problems( Week 21 Evaluation)
1.  Laura has 4 apples and Jay has 3 apples. In order to make Jay have more apples, at least how many apple(s) will Laura need to give Jay?
Laura:
Jay:
2.  Tom has 8 bananas and Nancy has 6 bananas. In order to make Nancy have more bananas, at least how many banana(s) will Tom need to give Nancy?
Tom:
Nancy:
3.  Andy has 3 pears and Mary has 9 pears. In order to make Andy have more pears, at least how many pear(s) will Mary need to give Andy?
Andy:
Mary:
4.  Curtis has 5 pumpkins and Niconia has 1 pumpkin. In order to make Niconia have 4 more pumpkins than Curtis, how many pumpkin(s) will be needed to move from Curtis to Niconia?
Curtis:
Niconia:
5.  David has 4 tomatoes and Niconia has 10 tomatoes. In order to make both have the same number of tomatoes, how many tomato(es) will be needed to move from Niconia to David?
David:
Niconia:
6.  Josh has 6 pens and Helen has 9 pens. In order to make Josh to have 5 more pens than Helen, how many pen(s) will be needed to move from Helen to Josh?
Josh:
Helen:
7.  Rene has 9 erasers and Morgan has 1 eraser. In order to make Morgan have 4 more erasers than Rene, how many eraser(s) will be needed to move from Rene to Morgan?
Rene:
Morgan:
8.  Helen has 5 candles and David has 4 candles. In order to make Helen have twice as many candles of David, how many candle(s) will be needed to move from David to Helen?
Helen:
David:
9.  Alice has 14 coins and Tom has 10 coins. In order to make Alice have twice as many coins as Tom, how many coin(s) will be needed to move from Tom to Alice?
Alice:
Tom:
10.  Alice has 6 pencils and Eric has 9 pencils. In order to make Alice have twice as many pencils as Eric, how many pencil(s) will be needed to move from Eric to Alice?
Alice:
Eric:



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