Friday, December 18, 2015
Thank you from Room 9!
I wanted to take a moment to thank all of the wonderful students and families of Room 9! I really love and appreciate all of you and wish you a very happy holidays. Thank you so much for all the amazing gifts and treats that you have given this week. You sure know how to make a teacher feel special!
Thanks again for being a part of my wonderful school family,
Katie
Thanks again for being a part of my wonderful school family,
Katie
Wednesday, December 16, 2015
Thursday, December 10, 2015
December 10th POW Answer
Due to the fact students did not complete the POW this week, I will keep the same one out for next week with the hopes that students finish it! The answer will be provided next week.
Monday, November 23, 2015
Friday, November 20, 2015
November 20th POW Answer
Solution: May and June.
To see how this works, all you need to know is that months with 30 days push the first of the month ahead two days of the week, whereas months with 31 days push ahead three days. For example, March has 31 days, so if March 1 is a Tuesday, then April 1 is a Friday (move ahead three days of the week). Similarly, April has 30 days, so May 1 will be a Sunday (move ahead just two days of the week).
The table below summarizes what will happen in leap and non‐leap years. August does not share the same day with any other month in a non‐leap year, and October does not share the same day with any other month in a leap year — but only May and June never share the same day of the week with any other months, whether it’s a leap year or not. Month
|
Months with Same First Day in a Non‐Leap Year
|
Months with Same First Day in a Leap Year
|
January
|
October
|
April, July
|
February
|
March, November
|
August
|
March
|
February, November
|
November
|
April
|
July
|
January, July
|
May
|
None
|
None
|
June
|
None
|
None
|
July
|
April
|
January, April
|
August
|
None
|
February
|
September
|
December
|
December
|
October
|
January
|
None
|
November
|
February, March
|
March
|
December
|
September
|
September
|
Friday, November 13, 2015
November 13th POW Answer
Solution: 532.
Because we want the largest result possible, you should try to do two things: make the denominator of the fraction as small as possible, and make the numerator as large as possible.
To make the denominator as small as possible, you can use subtraction and division. The smallest possible denominator can be obtained with 1 – 8 ÷ 9, which has a value of 1/9, and
dividing by 1/9 is the same as multiplying by 9. That’s a good start. Then, to make the numerator as large as possible, take the three greatest remaining digits 5, 6, and 7, and combine them with the remaining operations, + and ×. The largest expression that can be formed in the numerator using these digits and operations is 6 × 7 + 5. Luckily, the result with this numerator and denominator contains the remaining three digits, 2, 3, and 4.
This is a very good answer, and if this is the answer you obtained, you should be very proud!
However, there is a better answer. If you compromise just a little on the size of the denominator, you can increase the size of the numerator, which will yield a greater result. In the denominator, use 1 – 6 ÷ 7, which has a value of 1/7. Dividing by 1/7 is the same as multiplying by 7, which isn’t as good as multiplying by 9, but it’s still pretty good. The benefit of doing this is that it leaves the largest digits, 8 and 9, to be used in the numerator. You can then make the expression 8 × 9 + 4 for the numerator, which will yield a final result on the right containing the digits 2, 3, and 5 that is greater than 423.
Because we want the largest result possible, you should try to do two things: make the denominator of the fraction as small as possible, and make the numerator as large as possible.
To make the denominator as small as possible, you can use subtraction and division. The smallest possible denominator can be obtained with 1 – 8 ÷ 9, which has a value of 1/9, and
dividing by 1/9 is the same as multiplying by 9. That’s a good start. Then, to make the numerator as large as possible, take the three greatest remaining digits 5, 6, and 7, and combine them with the remaining operations, + and ×. The largest expression that can be formed in the numerator using these digits and operations is 6 × 7 + 5. Luckily, the result with this numerator and denominator contains the remaining three digits, 2, 3, and 4.
This is a very good answer, and if this is the answer you obtained, you should be very proud!
However, there is a better answer. If you compromise just a little on the size of the denominator, you can increase the size of the numerator, which will yield a greater result. In the denominator, use 1 – 6 ÷ 7, which has a value of 1/7. Dividing by 1/7 is the same as multiplying by 7, which isn’t as good as multiplying by 9, but it’s still pretty good. The benefit of doing this is that it leaves the largest digits, 8 and 9, to be used in the numerator. You can then make the expression 8 × 9 + 4 for the numerator, which will yield a final result on the right containing the digits 2, 3, and 5 that is greater than 423.
Thursday, November 5, 2015
November 5th POW Answer
You would need to pull 48 candies!
Friday, October 30, 2015
Wednesday, October 21, 2015
Friday, October 16, 2015
Thursday, October 8, 2015
October 8th POW Answer
The "million mystery" number is 9,687,534.
Monday, October 5, 2015
Friday, September 25, 2015
Thursday, September 17, 2015
September 17th POW Answer
It takes 25 crossings to get the initial ogres and gnomes across the river.
It takes 37 crossings to get 9 ogres and 2 gnomes across the river.
It takes 37 crossings to get 9 ogres and 2 gnomes across the river.
Friday, September 4, 2015
Friday, June 5, 2015
Week 37 POW Answer
Lila's Class
5 Like to Hike
10 Like to Fish
3 Like to do Both
11 Like Swimming
4 Like Swimming and Bicycling
2 Like all Three
5 Like to Hike
10 Like to Fish
3 Like to do Both
11 Like Swimming
4 Like Swimming and Bicycling
2 Like all Three
Friday, May 22, 2015
Week 35 POW Answer
1. 31 Students
2. 5 Students
3. 20 Students
4. 8 Students
2. 5 Students
3. 20 Students
4. 8 Students
Friday, May 15, 2015
Week 34 POW Answer
3 packs of cups
2 packs of plates
4 boxes of ice cream sandwiches
3 boxes of juice
They bought 69 items in all
2 packs of plates
4 boxes of ice cream sandwiches
3 boxes of juice
They bought 69 items in all
Friday, May 8, 2015
Thursday, April 30, 2015
Week 32 POW Answer
Laurie- 2lbs. 8 oz. or 40oz.
Olivia- 2lbs. 1oz. or 33oz.
Peter- 2lb. 9oz. or 41oz.
Yuri- 2lbs. 1oz. or 33oz.
Olivia- 2lbs. 1oz. or 33oz.
Peter- 2lb. 9oz. or 41oz.
Yuri- 2lbs. 1oz. or 33oz.
Thursday, April 23, 2015
Week 31 POW Answer
Henry's friend lives at the corner of Twelfth and H Streets.
Solution to bonus question: He arrived home at 6:15pm.
Solution to bonus question: He arrived home at 6:15pm.
Thursday, April 16, 2015
Week 30 POW Answer
Rainfall Records
Anna: Seattle, Washington
Marty: Portland, Maine
Gina: San Francisco, California
Dwayne: Dallas, Texas
Emily: Chicago, Illinois
Randy: Miami, Florida
Anna: Seattle, Washington
Marty: Portland, Maine
Gina: San Francisco, California
Dwayne: Dallas, Texas
Emily: Chicago, Illinois
Randy: Miami, Florida
Wednesday, April 15, 2015
Large Number Division Strategies
Common Core Standard 4.NBT.6: Find whole-number quotients and remainders with up to four-digit dividends and one-digit divisors, using strategies based on place value, the properties of operations, and/or the relationship between multiplication and division. Illustrate and explain the calculation by using equations, rectangular arrays, and/or area models.
Friday, April 3, 2015
Week 29 POW Answer
The million mystery number: 9,687,534
Friday, March 27, 2015
Thursday, March 19, 2015
Week 27 POW Answer
Royal Teams
Royals 90%
Knights 45%
Dukes 40%
Crowns 35%
Bishops 25%
Royals 90%
Knights 45%
Dukes 40%
Crowns 35%
Bishops 25%
Thursday, March 12, 2015
Week 26 POW Answer
Only Skied Boys: 4 Girls: 10
Only Snowboarded Boys: 2 Girls: 0
Neither Skied nor Snowboarded Boys: 6 Girls: 10
Both Skied and Snowboarded Boys: 12 Girls: 4
Total: 24 boys and girls
Only Snowboarded Boys: 2 Girls: 0
Neither Skied nor Snowboarded Boys: 6 Girls: 10
Both Skied and Snowboarded Boys: 12 Girls: 4
Total: 24 boys and girls
Tuesday, March 10, 2015
Division Strategies
Common Core Standard 4.NBT.6: Find whole-number quotients and remainders with up to four-digit dividends and one-digit divisors, using strategies based on place value, the properties of operations, and/or the relationship between multiplication and division. Illustrate and explain the calculation by using equations, rectangular arrays, and/or area models.
Friday, March 6, 2015
Week 25 POW Answer
Polka-dot pitcher: 7/8 full of lemonade
Striped pitcher: completely full of punch
Striped pitcher: completely full of punch
Friday, February 27, 2015
Week 24 POW Answer
Alyssa- Peach 1/12
Dalton- Blueberry 1/8
Rowan- Chocolate 1/8
Shane- Apple 1/5
Dalton- Blueberry 1/8
Rowan- Chocolate 1/8
Shane- Apple 1/5
Thursday, February 26, 2015
Helpful Definitions
Common Core Standard 4.G.2: Classify two-dimensional figures based on the presence or absence of parallel or perpendicular lines, or the presence or absence of angles of a specified size. Recognize right triangles as a category, and identify right triangles.
Friday, February 20, 2015
Week 23 POW Answer
Due to the difficult POW problem this week, students who showed work and turned it in got a ticket! :)
Thursday, February 12, 2015
Week 22 POW Answer
The POW answer for this week will be posted next week. Due to the short week, we are allowing students two week to finish the problem.
Friday, February 6, 2015
Thursday, January 29, 2015
Friday, January 23, 2015
Week 19 POW Answer
The POW answer for this week will not be posted until next week. Due to the short week, students can complete this week's POW through the end of next week (1/29)! :)
Friday, January 16, 2015
Subtraction Strategies
Common Core Standard 4.NBT.4: Fluently add and subtract multi-digit whole numbers using the standard algorithm.
Friday, January 9, 2015
Addition Strategies
Common Core Standard 4.NBT.4: Fluently add and subtract multi-digit whole numbers using the standard algorithm.
Week 17 POW Answer
There are 15 balls in the closet.
60% of the balls are soccer balls.
60% of the balls are soccer balls.
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