Taylor PTA Math, Puzzle & Treat Challenge (6th)

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Taylor's Math, Puzzle and Treat Month Challenge (6th Grade - Week 1) - There are 4 three-point questions, 3 four-point questions, 3 five-point questions.

Levels of accomplishment: Bronze level - 14 points. Silver level - 22 points. Gold level - 34 points.

To claim your Treat - you need to submit your responses by the end of Sunday (Oct 9), achieve a Bronze/Silver/Gold level score, AND show your work on paper. If you score the full 39 score - you will get to vote for the treats for the following week.

At the end of the challenge, anyone who received the accumulated score of 108 points (for 7th and 8th graders) and 81 points (for 6th graders - due to Outdoor Ed week) AND Show their work on paper will get invited to a pizza party with the Math Department.

Note: you can only submit your answers ONCE so make sure you double check your answers before submit. You need to show your work on paper.

Email *

Your name? *

If you achieve the Bronze, Silver or Gold level score - would you like your name (first name with initial of your last time) to show up on the weekly honor roll? *

Yes

Enter your parents' email(s) if they would like to receive a copy of your report

(3 Points Question)

1. Which number is the smallest?

3 points

A) 2 + 0 + 2 + 2

B) 200 / 2

C) 2 x 0 x 2 x 2

D) 200 -24

E) 2 + 2 + 0 - 2

Clear selection

(3 points question)

2. Evaluate 2024 / (2 + 0 + 2 + 4) - 2 x 0 x 2 x 4

3 points

A) 253

B) 245

C) 336

D) 337

E) 332

Clear selection

(3 points question)

3. Alex, Ben, Carl, and Daniel each participates in a different sport: karate, soccer, volleyball, and judo. Alex does not like sports played with a ball. Ben does judo and often attends soccer games to watch his friend play. Which of the following statements can be true?

3 points

A) Alex plays volleyball.

B) Ben plays soccer.

C) Carl plays volleyball

D) Daniel does karate.

E) Alex does judo.

Clear selection

(3 points question)

4. In an advertisement for Target, 1 soccer ball and 1 baseball cost $ 9, and 3 soccer balls and 2 baseballs cost $ 24. How much does a soccer ball cost?

3 points

A) 3

B) 4

C) 5

D) 6

E) 7

Clear selection

(4 points question)

5. If two dices are rolled, what is the probability the sum of the resulting numbers is 11?

4 points

A) 1/3

B) 1/6

C) 1/12

D) 1/18

E) 1/36

Clear selection

(4 points question)

6. A certain dance group started out with 39 boys and 23 girls. Every week, 6 more boys and 8 more girls joined the dance group. After a few weeks, the number of boys and the number girls in the dance group was equal. How many participants were in the dance group at that time?

4 points

A) 144

B) 154

C) 164

D) 174

E) 184

Clear selection

(4 points question)

7. There are five boxes as shown in the picture, and each one contains cards with different letters. Paul wants to remove cards from the boxes in such a way that there is only one card left in each box, and that every box has a card with a different letter in it. Which card will be left in box 5?

4 points

A) B

B) R

C) C

D) W

E) O

Clear selection

(5 points question)

8. Sam and his family take a road trip from Washington, DC to Duck, NC. On the way, they stop for lunch in Richmond, VA, which was 116 miles from DC and 166 miles from Duck. They traveled at an average speed of 58 mi/hr from DC to Richmond, and after lunch, it took them 4 hr to get to Duck. What was Sam’s family’s average speed in miles per hour for the entire trip from Washington, DC to Duck, NC (disregarding the time spent at rest stops, lunch, etc.)?

5 points

A) 42 mi/hr

B) 43 mi/hr

C) 45 mi/hr

D) 47 mi/hr

E) 51 mi/hr

Clear selection

(5 points question)

9. To the right of a certain two-digit number the same number has been written, creating a four digit number. How many times is the new four-digit number the original two-digit number?

5 points

A) 100

B) 101

C) 1000

D) 1001

E) 10

Clear selection

(5 points question)

10. A train traveling at a steady speed crossed a bridge which was 200 m long in 1 minute. The whole train passed a person standing on the bridge in 12 seconds. How long was the train?

5 points

A) 100 m

B) 60 m

C) 50 m

D) 40 m

E) 75 m

Clear selection

A copy of your responses will be emailed to the address you provided.

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