Sunday, January 31, 2010

For Monday, Feb. 1st

I am posting this on Sunday, January 31st. The following are the assignments that each class will need to have completed and ready for Monday.

Sixth Grade

Lesson 66 AND Supplemental 65. I assigned the supplemental on Thursday. If you were absent, you have until Tuesday, but if you can, go ahead and finish it.

Seventh Grade

Spelling - Unit 21. Please have completed by Monday. We will take the test on Tuesday.

Vocabulary - I will give the test over Unit 10 Tuesday.

Grammar - None.

Literature - Read the play, Grandpa and the Statue beginning on page 119. Answer the following questions: Thinking About the Selection #1-7 and Analyzing Literature #1-3. I assigned this on Thursday. If you were absent, you will need to read the play and answer the questions by Tuesday at the latest.

Also, everyone should have the three worksheets for the story, "Stolen Day" finished by tomorrow. These were assigned on Wednesday.

Math - Practice Activities worksheet from Thursday. Evens only.

Eighth Grade

Lesson 2-18 All.

See you tomorrow!

Mrs. Swickey

Tuesday, January 26, 2010

Tuesday, January 26th

Sixth Grade

The class took a test today. There is no homework!

Seventh Grade

Grammar - pg. 32-34. Exercise A and B. Identify the demonstrative pronoun or interrogative pronoun AND name the antecedent, if there is one. (In exercise B, there will be some without an antecedent.)

Literature - Finish reading the story, Stolen Day, and answer the questions #1-8.

Research Paper - 15 notecards are due this Friday. We also discussed some of the bibliography today. We will continue to go over how to write a bibliography and will practice with some books.

Vocabulary - The unit was due today. There will be a test on Thursday. Be sure you are studying!

Spelling - 2nd two pages of Unit 21.

Math - Lesson 5-11. #2-12 Evens and #22-42 Evens. Dividing Mixed Numbers. Here are a few examples:

A second example:



Eighth Grade

Worksheets for extra practice on solving linear equations using a table of values, and then plotting points.

For the worksheet that only has one side, you will write the table of values using the given values for x. Solve each equation THREE times for y. Remember, you will NOT be graphing these problems. Here is an example:



For the second worksheet, you will be doing the exact same thing as above, but then graphing the ordered pairs created in the table of values. In the above example, that would be (-1, 5), (4, 20), (-2, 2).

See you tomorrow!
Mrs. Swickey

Monday, January 25, 2010

Monday, January 25th

Sixth Grade

The class worked through a pretest today. Be sure you go over the questions tonight! The test is tomorrow.

Seventh Grade

Language Arts - The students each chose the person for the research paper today. We went down to the library and some found books on his/her person and checked them out. There will be 8 total sources. Only two may be websites and Wikipedia is excluded as one. 4 sources MUST be books and 2 MUST be encyclopedias. Websites aren't required, but may not exceed two. If a student choose not to use websites, then they must use 2 other sources - book or encyclopedia. A magazine article would also be acceptable. We discussed how to write notecards today and the students received a sheet explaining the notecards. 15 cards are due this Friday. Each card is worth 1 point and they will not be able to make up the points for the cards. If they do not turn them in, they lose the 15 points. For those that did not find books in the school library will need to go to the public library to find sources.

Vocabulary - Unit 10 and cards are due tomorrow!

Spelling - 1st two pages of Unit 21.

Math - Lesson 5-10. Dividing fractions. #2-46 evens.

For #2-14, you are just writing the reciprocal of the number. If it is a mixed number, first change it into an improper fraction and then flip it. If after you flip any fraction, the denominator is now a ZERO, remember, this is not possible. You would write that there is no reciprocal by writing NONE or just writing the zero with a line through it to say, "no real number".

For #18-34, you are just dividing two fractions. Remember, to divide fractions you first change the division sign to multiplication and flip the second fraction. Then, cancel where you can and multiply. Also, remember the sign rules for multiplication: if the signs are the same it's positive and if the signs are different, it's negative. Some of these problems are complex fractions. They look like this: (you can click on the picture to make it bigger)


For #38-40, you will solve the left side and then compare the fractions. Remember, you cannot compare two fractions if they do not have a common denominator. You can also cross multiply to see which is bigger.

For #44 - 46, you will plug in the number for the letters and solve from there. Here is an example using the same numbers as for #42-44:


Eighth Grade

Lesson 6-2. #2-22 and #25. ALL.

For #2-12, you are trying to figure out what is happening to "x" to get "y" (which is the same as f(x). Each equation will start with y =
Remember, you are trying to figure out what happens to the x, whether it's adding something to it, subtracting, multiplying or dividing. A few times there will be two things happening to get "y".

Here is an example:


First, you see that it isn't just adding something because 0+2=2, but 2+2=4, which doesn't match the last row. So, then try to multiply. To get last row, you would multiply 2x4=8, but you can't multiply 0x4 to get 2, so that doesn't work. Just keep trying different combinations until you find something that makes sense. Remember, most of these will work with just one step. There are three that take two steps.

For #13-20, you will be writing a table of values and using the numbers -2, 0, and 2 as your x values. Find the y values by plugging in the x values. Then, graph the ordered pairs created in your table on a graph and connect the dots. Here is an example:
Start by drawing the table of values and in the x column, write -2, 0, and 2. Then, plug in -2 where the x is in the equation. Solve that equation. Then, plug in 0 and solve, and 2 and solve. Write each solution in the y column next to the x value you plugging in. Now you have three ordered pairs. They can be written like this: (-2, 5) (0,1) (2, -3)

Graph these three points on a coordinate plane and connect the dots:


See you tomorrow!
Mrs. Swickey

Wednesday, January 20, 2010

Wednesday, January 20th

Sixth Grade

Lesson 63. Prime Factorizaton. Remember, there are two ways to do this. One is by using the factor tree and the other is division by primes.

For the factor tree, you first write the number down and then think of two numbers that multiply to give you that number. You can draw branches from your main number to the two numbers. (I can't do this while typing!) If either one of them is prime, circle it (I have bolded the prime numbers and put them in red). Then, for the one that isn't prime, draw two more branches and write two numbers that multiply to give you that number. For example:

24

3 x 8

2 x 4

2 x 2

Once you have all prime numbers, write out the prime factorization using all your circled numbers like this: 2 x 2 x 2 x 3

For division by primes, you have to put your number inside the division box and think about what PRIME number goes into it. Divide your number by that. If the answer isn't prime, put it in a division box and divide it by a PRIME number. Do this until you have a prime number left. Remember, you can't divide by numbers that aren't prime.

Seventh Grade

Grammar - Chapter 2 pronouns. Exercise A & B & DWS pgs. 29-31. Follow instructions.

Vocabulary - Unit 10 Sentences are due tomorrow!

Math - Lesson 5-7. Adding and subtracting mixed numbers with signs. Remember to follow the same rules for adding and subtracting fractions. You can scroll back to last week's post with all the examples. The only thing different is if you have to borrow in subtraction. Remember to borrow from the whole number and change the fraction by adding the denominator to the numerator. You do this if the top fraction is smaller than the bottom. So, if you had the following:

5 1/6
-3 5/6

You could not subtract 1 - 5 so you borrow from the whole number 5 and make it a 4. Then, you change 1/6 to 7/6 by adding 6 to 1. Now you have this:

4 7/6
-3 5/6

1 2/6 = 1 1/3

Always check your sign at the end. Whatever number is bigger will be the top fraction. If that was negative, your answer is negative. If it was positive, your answer is positive. For the rest of the problems, follow the exact same rules for any signed numbers. You are doing the front page only. #2-20 ALL.

Eighth Grade

The class took a test over Chapter 5 today. We will begin chapter 6 and graphing tomorrow! Yay! I love graphing.

See you tomorrow!

Mrs. Swickey

Thursday, January 14, 2010

Thursday, January 14th

Sixth Grade

We only had enough time to go over yesterday's lesson due to the Geography bee. There is no homework!

Seventh Grade

Language Arts - The class took a Grammar test over nouns today. The first Biography Quick Facts sheet was due today as well. Several students thought it was due tomorrow. Everyone has a list of due dates for the entire research paper, including the Quick Facts sheets. Please be sure you are looking at the due dates so you know when assignments are to be turned in! The students picked their next person to research today, a day early, but the Quick Facts sheet for this person is still due on Tuesday.

Spelling - Be sure Unit 19 is complete by tomorrow and STUDY! The last test did not go well, so be sure you are going over the words.

Math - Lesson 5-6. Adding and Subtracting Fractions with positive and negative signs.

Even though these problems involve fractions, you still follow the same rules for the signs.

For ADDITION, if the signs are the same, add and keep the same sign. If the signs are different, subtract and use the sign of the bigger number. Remember, in fractions, you must find a common denominator to add or subtract. Once you have done that, it is easy to see which is bigger because you just compare the numerators. Here are a few examples of fraction addition with signs:


Because the signs were the same, you will be adding the fractions. The common denominator was 40. Since 5 x 8 = 40, you multiply 3 x 8 to get 24 for the numerator of the first fraction. Since 8 x 5 = 40, you multiply 7 x 5 to get 35 for the numerator of the second fraction. Then, add the numerators to get 59. Now, change the fraction into a mixed number by dividing the bottom number into the top. The answer is still negative because both numbers were negative.

Here's another example:



For SUBTRACTION, remember to first change the subtraction sign to an addition sign and change the sign of the NEXT fraction. If that fraction was negative, it is now positive. If it was positive, it is now negative. Then, follow the rules for ADDITION.
Another example:

8th Grade

Practice Test over Chapter 5. Only do the first page. We will do the second page tomorrow after reviewing the answers for the first page.

See you tomorrow!
Mrs. Swickey

Tuesday, January 12, 2010

Tuesday, January 12th

I'm sorry for my silence on the blog! I will be getting back to posting regularly.

Sixth Grade

Today, the class took a test. There was no homework. We will begin with Lesson 60 tomorrow.

Seventh Grade

Spelling - The class is working on Unit 19 this week. Be sure to study the word list and finish the second two pages of the unit.

Literature - We finished reading Treasure Island today and will be having a test over the book this Friday. The students will be taking notes tomorrow to know what to study and will be allowed to use their book for the test, although this does NOT mean they shouldn't study!

Language Arts - There is a Grammar test on Thursday over nouns. Please review chapter 1 of the textbook, even if you think you understand it.

We began discussing the research paper today. Each student was given a handout with a list of due dates for each aspect of the paper. We are starting with learning a little about three different people. Each student chose one person today and will fill in the Quick Facts sheet with information about them. This is due on Thursday. They will do this for each of the three people. After they have turned in the third Quick Facts sheet, they will choose one of the three for their research paper. Please feel free to write if you have any questions regarding the assignment.

Math - Today, we discussed yesterday's assignment and I helped those students who were struggling with the concepts. There was no homework today.


Eighth Grade

Lesson 5-12. #2-7, #14, #20-24. Factoring special products.

For #2-7, these work out to perfect squares. For example:



In the above example, if the sign in front of the 14x had been negative, the answer would be (x-7)(x-7).

For #20-24, you are looking for a DIFFERENCE of two squares. In order to be a difference, it needs to be a subtraction sign between them. For example:


Lastly, there are a few that are a bit more complicated. Like this one:


See you tomorrow!
Mrs. Swickey