SWITCH TEAM MEMBERS SWITCH TEAM MEMBERS

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1 Grade 4 1. What is the sum of twenty-three, forty-eight, and thirty-nine? 2. What is the area of a triangle whose base has a length of twelve and height of eleven? 3. How many seconds are in one and a half minutes? 4. With a fair, six-sided die, what is the probability of rolling a three followed by a five? 5. What is one-fourth of 100? 1. If Dr. Suess picks a sock randomly from his drawer of six green, three blue, and five red socks, what is the probability that he will pick one of his blue socks? 2. If the circumference of a circle is twenty-four pi, what is the radius of the circle? 3. Start with twelve. Multiply that by two. Subtract seventeen. Finally, square your answer. What is the result? 4. What is fifty-four divided by six? 5. How many inches are in three feet? 1. If eighty-four pieces of candy must be shared equally among seven friends, how many pieces of candy does each friend get? 2. What is the sum of the number of sides in a triangle, square, hexagon, and decagon? 3. If you begin reading the first chapter of the Twilight book at 3:34pm and finish at 4:11pm, how long did it take you to read the chapter? Express your answer as a number of minutes. 4. What is the sum of the first five positive odd numbers? 5. The high temperatures over a three-day weekend were twenty-eight, thirty-four and forty degrees. What was the average high temperature? (OVER )

2 Grade 4 1. If I have exactly three pennies, five nickels, and a quarter in my pocket, how many cents do I have in my pocket all together? 2. What is the area of a triangle whose base is twelve units and height is twice the length of the base? 3. What is the sum of eleven, two hundred, seven, and one thousand? 4. If you flip two fair coins, what is the probability that one will land heads and one will land tails? Express your answer as a reduced fraction. 5. What is the positive difference of four hundred thirty two and three hundred forty-five?

3 Grade 5 1. What is the area of a triangle whose base has a length of twelve and height of eleven? 2. How many seconds are in one and a half minutes? 3. With a fair, six-sided die, what is the probability of rolling a three followed by a five? 4. What is one-fourth of 100? 5. What is the sum of one-tenth, five-tenths, and six-tenths? Express your answer as a decimal. 1. If the circumference of a circle is twenty-four pi, what is the radius of the circle? 2. Start with twelve. Multiply that by two. Subtract seventeen. Finally, square your answer. What is the result? 3. What is fifty-four divided by six? 4. How many inches are in three feet? 5. How many cents would it cost to buy three apples at seventy-nine cents each? 1. What is the sum of the number of sides in a triangle, square, hexagon, and decagon? 2. If you begin reading the first chapter of the Twilight book at 3:34pm and finish at 4:11pm, how long did it take you to read the chapter? Express your answer as a number of minutes. 3. What is the sum of the first five positive odd numbers? 4. The high temperatures over a three-day weekend were twenty-eight, thirty-four and forty degrees. What was the average high temperature? 5. If one of the angles in a triangle is thirty-two degrees, what is the sum of the other two angles? (OVER )

4 Grade 5 1. What is the area of a triangle whose base is twelve units and height is twice the length of the base? 2. What is the sum of eleven, two hundred, seven, and one thousand? 3. If you flip two fair coins, what is the probability that one will land heads and one will land tails? Express your answer as a reduced fraction. 4. What is the positive difference of four hundred thirty two and three hundred forty-five? 5. If a lemonade stand earns thirty-two dollars the first day, and earns half of its previous day s earnings in each following day, in total, how much money will it earn in its first three days?

5 Grade 6 1. How many seconds are in one and a half minutes? 2. With a fair, six-sided die, what is the probability of rolling a three followed by a five? 3. What is one-fourth of 100? 4. What is the sum of one-tenth, five-tenths, and six-tenths? Express your answer as a decimal. 5. If the perimeter of a rectangle is thirty-six and the length of one side is eight, what is the length of one of the adjacent sides? 1. Start with twelve. Multiply that by two. Subtract seventeen. Finally, square your answer. What is the result? 2. What is fifty-four divided by six? 3. How many inches are in three feet? 4. How many cents would it cost to buy three apples at seventy-nine cents each? 5. What is the positive difference between one-eighth of thirty-two and one-third of forty-five? 1. If you begin reading the first chapter of the Twilight book at 3:34pm and finish at 4:11pm, how long did it take you to read the chapter? Express your answer as a number of minutes. 2. What is the sum of the first five positive odd numbers? 3. The high temperatures over a three-day weekend were twenty-eight, thirty-four and forty degrees. What was the average high temperature? 4. If one of the angles in a triangle is thirty-two degrees, what is the sum of the other two angles? 5. In a class of thirty-four students, eight play baseball, twelve play soccer, and three play both. How many students play neither baseball nor soccer? (OVER )

6 Grade 6 1. What is the sum of eleven, two hundred, seven, and one thousand? 2. If you flip two fair coins, what is the probability that one will land heads and one will land tails? Express your answer as a reduced fraction. 3. What is the positive difference of four hundred thirty two and three hundred forty-five? 4. If a lemonade stand earns thirty-two dollars the first day, and earns half of its previous day s earnings in each following day, in total, how much money will it earn in its first three days? 5. What is the least common multiple of twelve and twenty?

7 Grade 7 1. With a fair, six-sided die, what is the probability of rolling a three followed by a five? 2. What is one-fourth of 100? 3. What is the sum of one-tenth, five-tenths, and six-tenths? Express your answer as a decimal. 4. If the perimeter of a rectangle is thirty-six and the length of one side is eight, what is the length of one of the adjacent sides? 5. How many factors does the number twenty-four have? 1. What is fifty-four divided by six? 2. How many inches are in three feet? 3. How many cents would it cost to buy three apples at seventy-nine cents each? 4. What is the positive difference between one-eighth of thirty-two and one-third of forty-five? 5. If you take a number, divide it in half, then cube it, you get 343. What is the original number? 1. What is the sum of the first five positive odd numbers? 2. The high temperatures over a three-day weekend were twenty-eight, thirty-four and forty degrees. What was the average high temperature? 3. If one of the angles in a triangle is thirty-two degrees, what is the sum of the other two angles? 4. In a class of thirty-four students, eight play baseball, twelve play soccer, and three play both. How many students play neither baseball nor soccer? 5. If you have to pay a five percent tax on top of your fifteen dollar bill, what would your total bill be? (OVER )

8 Grade 7 1. If you flip two fair coins, what is the probability that one will land heads and one will land tails? Express your answer as a reduced fraction. 2. What is the positive difference of four hundred thirty two and three hundred forty-five? 3. If a lemonade stand earns thirty-two dollars the first day, and earns half of its previous day s earnings in each following day, in total, how much money will it earn in its first three days? 4. What is the least common multiple of twelve and twenty? 5. What is the product of twenty-nine and sixteen?

9 Grade 8 1. What is one-fourth of 100? 2. What is the sum of one-tenth, five-tenths, and six-tenths? Express your answer as a decimal. 3. If the perimeter of a rectangle is thirty-six and the length of one side is eight, what is the length of one of the adjacent sides? 4. How many factors does the number twenty-four have? 5. If a plant triples its height every year, and it is one inch tall to begin with, how many full years will it take for the plant to be at least two hundred inches tall? 1. How many inches are in three feet? 2. How many cents would it cost to buy three apples at seventy-nine cents each? 3. What is the positive difference between one-eighth of thirty-two and one-third of forty-five? 4. If you take a number, divide it in half, then cube it, you get 343. What is the original number? 5. If you flip three fair coins, what is the probability that two will land heads up? 1. The high temperatures over a three-day weekend were twenty-eight, thirty-four and forty degrees. What was the average high temperature? 2. If one of the angles in a triangle is thirty-two degrees, what is the sum of the other two angles? 3. In a class of thirty-four students, eight play baseball, twelve play soccer, and three play both. How many students play neither baseball nor soccer? 4. If you have to pay a five percent tax on top of your fifteen dollar bill, what would your total bill be? 5. What is the sum of the factors of twenty? (OVER )

10 Grade 8 1. What is the positive difference of four hundred thirty two and three hundred forty-five? 2. If a lemonade stand earns thirty-two dollars the first day, and earns half of its previous day s earnings in each following day, in total, how much money will it earn in its first three days? 3. What is the least common multiple of twelve and twenty? 4. What is the product of twenty-nine and sixteen? 5. A rectangular prism has dimensions of two inches by four inches by six inches. What is the surface area of the prism?