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IntroductionGT package Math Olympiad
Math Olympiad 1
Math Olympiad 2
Math Olympiad 3
Week 1: Logical MatchingWeek 2: Reverse ThinkingWeek 3: Addition & Subtraction ShortcutsWeek 4: ComparisonWeek 5: Quiz 1Week 6: Number Sequence (1) Week 7: Multiplication & Division Word ProblemsWeek 8: Counting ProblemsWeek 9: Average ProblemsWeek 10: Quiz 2Week 11: Fractions & Decimals (1)Week 12: Word Problem 1Week 13: Shape CountingWeek 14: MeasurementsWeek 15: Quiz 3Week 16: Number Sequence (2)Week 17: 2-Digit Number SenseWeek 18: Sum & DifferenceWeek 19: Pattern ProblemsWeek 20: Quiz 4Week 21: Money ProblemsWeek 22: Age ProblemsWeek 23: Divisibility Problems (1)Week 24: 3-Digit Number SenseWeek 25: Quiz 5Week 26: Mid-Term ExamWeek 27: Calendar ProblemsWeek 28: Proportion & CorrelationWeek 29: Multiplication & Division ShortcutsWeek 30: Make an EquationWeek 31: Quiz 6Week 32: Distribution & Substitution ProblemsWeek 33: Sum,Difference and MultipleWeek 34: Factors & PrimesWeek 35: Roman NumeralsWeek 36: Quiz 7Week 37: Least & MostWeek 38: GeometryWeek 39: CombinationWeek 40: Word Problem 2Week 41: Quiz 8Week 42: Divisibility Problems (2)Week 43: Fractions & Decimals (2)Week 44: Word Problems 3Week 45: Number ThinkingWeek 46: Quiz 9Week 47: Mixed Integer OperationsWeek 48: More Calulation ShortcutsWeek 49: Multiples & LCMWeek 50: Challenging QuestionsWeek 51: Quiz 10Week 52: Final Exam
Math Olympiad 4
Math Olympiad 5
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Word Problems 3( Week 44 Evaluation)
1.  On Monday, Eric had 492 cards. On Tuesday, he gave 396 cards to Jennifer. On Wednesday, Jennifer gave 108 cards back to Eric. He then divided the cards all he had into 2 equal stacks. How many cards were there in each stack?
2.  Niconia and her brother weigh 151 pounds together. She and her mother weigh 164 pounds together. If all three weigh 262 pounds together, then what is Niconia's weight (in pounds)?
3.  A natural number divided by another natural number N has a remainder of 8. What is the smallest value N could be?
4.  There were a total of 81 candies. Susan divided them into 3 equal piles and ate one pile on the first day. On the second day, she again divided the remaining candies into 3 equal piles and ate one pile. One the third day, she again divided the remaining candies into 3 equal piles and ate one pile. How many candies are left after the third day?
5.   In a group of 47 students, 18 of them take French on Tuesday, 13 of them take Spanish on Wendsday. There are 5 students take both French and Spanish. How many students in the group take neither French nor Spanish?
6.  When making pancakes, it takes 45 seconds to cook the first side, and 40 seconds to cook the other side. If a pan can hold 4 pancakes at a time, at least how long will it take(in seconds) to make 10 pancakes?
7.  Three girls contributed money to charity. Hillary and Laura together contributed $12, Hillary and Morgan together contributed $14, and Laura and Morgan together contributed $12. How much did they contribute together (in dollars)?
8.  34 students went boating. Each boat can only hold 5 students. How many boats will they need to rent? How many students will the last boat hold if each of the previous boats holds 5 students?
9.  ( ) ÷ ( ) = 5...R1. A natural number(dividend) is divided by another natural number(divisor) with a quotient of 5 and a remainder of 1. What is the smallest possible dividend in the expression?
10.  All my markers are yellow except 6. All my markers are red except 6. All my markers are blue except 6. How many markers do I have for yellow color?



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