Let's Make a Deal!

Daniel brought home a poster from the book fair. He had paid $25 for it. Brandon saw the poster and gave Daniel $35 for it. A few days later, Daniel bought the poster back for $45. Then he sold it again, this time to his friend Whitney for $55.
Did Daniell make money on his transactions, or lose money?

Heads & Legs

Mrs. Hayes looks out her window into the playground. She sees a mix of boys and dogs. She counts 22 heads and 68 legs. She wants YOU the Math Masters to figure out how many boys are in the yard.

What Time is It?

What is the number missing from the following sequence? By figuring out the relationship of these watch settings to one another, you should be able to determine what time will show up on Watch E.

WATCH A 5:23

WATCH B 8:26

WATCH C 12:30

WATCH D 5:35

WATCH E ______

Kevin's New Room

Kevin is selecting floor tiles for his room in his family's new house. No tiles will be put down in the closets. Each tile is 1 foot square and costs $0.60. All the intersecting sides of the tiles meet at right angles.
How much will the tiles cost if there are no tiles left over?

All Four are Probably Probability!

14,500 people are sitting in a stadium. One of them is picked out. What are the chances that that person's birthday is on a Sunday?

You drop two coins into a muddy river by mistake. You saw one falling in, a dime. You know the other one had to be either a dime, or a nickel. After searching and pulling out one, and discovering it's a dime, what is the chance that the other is also a dime?

Kailyn likes strawberries, blueberries, and apples. She put bananas, apples, oranges, cherries, and blueberries into a basket. There are 36 fruits in the basket total. There are 7 bananas, 4 apples, 11 oranges, 8 cherries, and the rest blueberries. What is Kailyn's chance of picking out a fruit that she likes?

If I have:a normal coin with a heads and tails;a 6-sided die;and a bag containing 4 blue and 2 red marbles,what is the probability of me flipping a heads, rolling a 4, and picking out a red marble?

Oh No! The Boys are in the Kitchen!

Caleb, Houston, Blake, Daniel, and Dakota made 87 muffins altogether.

• Houston made 16 muffins. He put nuts in of them.

• Caleb made 1 less muffin than Houston. One third of them had nuts.

• Blake and Daniel each made 3 more muffins than Caleb made.

• Blake put nuts in of his muffins.

• Daniel put nuts in of his muffins.

• Dakota put nuts in of his muffins.

How many muffins in all had nuts?

Hoop Time

Player A	Player B	Player C	Player D	Player E
9 10 12 13 11	14 16 16 13 16	19 18 16 14 18	15 17 19 17 17	13 12 13 12 15

Daniel, Blake, Houston, Michael, and Ryan often play a half-hour-long game of basketball. They keep track of the number of points each player has earned each game. The scores are listed above.

• The mean of both Daniel's and Blake's scores is 17.
• The median of Michael's scores is 3 less than the median of Houston's scores.
• The mean of Ryan's scores is less than the mean of any other player's scores. There is no mode of Ryan's scores.
• The mode of Daniel's scores is 1 more than the mode of Blake's scores.
• There is one player whose scores yield 2 modes.

Which scores belong to which player?

Oops! There are Two To Do!! :)

Bobby has 5 shirts: red, blue, green, yellow, and black. He has 4 hats: red, blue, green, and black. He has 3 pairs of pants. How many outfits can he make?


If seven people meet each other and each shakes hands only once with each of the others, how many handshakes will there have been?

Bike Race!

Kailyn, Daniel and Brandon had a contest to see who could bike the most miles. Together Kailyn and Daniel biked 21 miles. The combined total for Kailyn and Brandon was 19. Together Brandon and Daniel rode 22 miles.

Who was the winner?

One Potatoe, Two Potatoe....

Reese began peeling a pile of 44 potatoes at the rate of 3 per minute. Four minutes later, Christian joined him, and peeled at the rate of 5 potatoes per minute. When they were finished, how many potatoes had each peeled?

How Many Marbles?

Mrs. Hayes is holding a bag containing 24 colored marbles. The colors are red, green, and blue. There are twice as many red marbles as green marbles, and one more red marble than blue marbles. How many of each color marble are in the bag?

So....What's in the Bag?

In front of me, I have level scales. On each side, there are 3 bags. In each bag, there are some marbles. There are 150 Marbles in total. Using the clues below, work out how many marbles are in each bag.

Bag 1 + Bag 2 = 56 marbles
Bag 1 + Bag 3 = 54 marbles
Bag 2 + Bag 3 = 40 marbles
-------------------
Bag 4 + Bag 5 = 61 marbles
Bag 4 + Bag 6 = 37 marbles
Bag 5 + Bag 6 = 52 marbles

Your task is to label the bags 1-6 and tell how many marbles are in each bag!

Bag 1 =
Bag 2 =
Bag 3 =
Bag 4 =
Bag 5 =
Bag 6 =

Carson's Mail Dilemma

Blake's brother, Carson, is sending pictures from his fall baseball games with letters to friends. The weight of each envelope will require 55 cents postage. Carson has a selection of the following different stamps from which to choose:

52-cent Hubert H. Humphrey stamp
32-cent flag stamp
23-cent Mary Cassatt stamp
20-cent bird stamp
15-cent Buffalo Bill Cody stamp
3-cent bird stamp

Carson wants each envelope to have exactly 55 cents in postage, and to have a different combination of stamps.

What are the different stamp combinations Carson can use on the envelopes, if he has room for no more than 5 stamps on an envelope?

Analyze the Data

Forty-eight boys and girls in New England were surveyed on their participation in two winter sports. The survey asked the following questions.

Have you ever snowboarded?
Have you ever skied?
Have you both snowboarded and skied?
Have you neither snowboarded nor skied?

The graph above shows the results of the survey, but it does not label each pair of bars. Here are statements on the results of the survey.

• Three times as many boys as girls have both snowboarded and skied.
• The number of girls who have skied is the same as the number of girls who have neither skied nor snowboarded.
• The number of boys who have only skied plus the number of boys who have only snowboarded equals the number of boys who have done neither sport.
• Twice as many boys have only skied as have only snowboarded.

QUESTIONS:
How many boys have only snowboarded, have only skied, have snowboarded and skied, or have done neither sport?
How many girls have only snowboarded, have only skied, have snowboarded and skied, or have done neither sport?