Lesson 3-1: Meanings for Multiplication: Seatwork
Lesson 3-1: Meanings for Multiplication: Seatwork
Write an addition sentence and a multiplication sentence for each picture
___________________________
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__________________ ___ __________________
__________________ ___
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Draw an array for 6 X 3 Draw an array for 4 X 5
Lesson 3-1: Meanings for Multiplication: Seatwork
Write a multiplication sentence for each addition sentence.
1. 6+6+6+6+6 = 30 ______________________________________
2. 7+7+7+7 = 28 ______________________________________
3. 8+8+8 = 24 ______________________________________
4. 9+9+9+9+9+9+9 = 63 ______________________________________
5. 3+3+3+3 = 12 ______________________________________
There are 7 haunted houses on Mockingbird lane. Each house has four ghosts. How many ghosts are there in all?
|4 |
|4 |
|4 |
|4 |
|4 |
|4 |
|7 |
|7 |
|7 |
|7 |
|7 |
|9 |
|9 |
|9 |
|2 |
|2 |
|5 |
|5 |
|5 |
|5 |
|5 |x |
|(10 x 3) + (5 x 3) = |(20 x 7) + (2 x 7) = _______ |
| (30) + (15) = _______ | (140) + (35) = _______ |
|17 |x |
|(10 x 4) + (7 x 4) = |(30 x 3) + (4 x 3) = _______ |
| (40) + (28) = _______ | (90) + (12) = _______ |
|16 |x |
|(10 x 9) + (6 x9 ) = |(30 x 5) + (1 x 5) = _______ |
| (90) + (54) = _______ | (150) + (5) = _______ |
Lesson 3-3: Using Known facts to Find Unknown Facts: Seatwork
Now try and solve these one your own. Use the same steps
|27 |x |
| | |
| | |
|38 |x |
| | |
| | |
|46 |x |
| | |
| | |
|92 |x |
| | |
| | |
Lesson 3-3: Using Known facts to Find Unknown Facts: Homework
Distributive Property: Shows that you can break apart facts to find the product
13 x 4 = ?????
You know 10 + 3 = 13…..
You know that 10 x 4 = 40 and 3 x 14 = 12
And 40 = 12 = 52
Therefore 13 x 4 = (10 x 4 ) + (3 x 4) = 52
Use the distributive property to solve the problems below.
|22 |x |
|(20 x 3) + (2 x 3) = |(10 x 7) + (5 x 7) = _______ |
| (60) + (6) = _______ | (70) + (35) = _______ |
|34 |x |
|(30 x 4) + (4 x 4) = |(10 x 3) + (7 x 3) = _______ |
| (120) + (16) = _______ | (30) + (21) = _______ |
|31 |x |
|(30 x 9) + (1 x9 ) = |(10 x 5) + (6 x 5) = _______ |
| (270) + (9) = _______ | (50) + (30) = _______ |
Lesson 3-3: Using Known facts to Find Unknown Facts: Homework
Now try and solve these one your own. Use the same steps
|29 |x |
| | |
| | |
|93 |x |
| | |
| | |
|43 |x |
| | |
| | |
|48 |x |
| | |
| | |
Lesson 3-4: Multiplying By 10, 11, & 12: Seatwork
What are the patterns for multiples of 10, 11, and 12?
[pic]
Describe a rule to find a multiple of 10. _____________________________
How could use the Distributive Property to solve 12 x 9? __________________ ___________________________________________
Solve
|11 |
|11 |
|11 |
|11 |
|2 |
|3 |
|4 |
|5 |
|6 |
|8 |
|9 |
|10 |
|11 |
|12 |
|24 |
|27 |
|25 |
|24 |
|22 |
|42 |
|44 |
|48 |
|49 |
|48 |
|81 |
|64 |
|63 |
|35 |
|48 |
|21 |
|54 |
|63 |
|32 |
|42 |÷ |
|6 |3 |
|8 | |
|12 | |
|16 | |
|RULE |n ÷ 2 |
|IN |OUT |
|5 |35 |
|6 |42 |
|7 | |
|8 | |
|RULE |n |
|IN |OUT |
|22 |11 |
| |12 |
|20 | |
| |4 |
|RULE |n ÷ 2 |
|IN |OUT |
|63 |9 |
|49 | |
|42 | |
|56 | |
|RULE |n ÷ |
|IN |OUT |
|2 |8 |
|4 | |
|6 | |
|8 | |
|RULE |n x 4 |
|IN |OUT |
|49 |7 |
|42 | |
|35 | |
|28 |4 |
|RULE |n |
|IN |OUT |
|2 |24 |
|6 | |
| |36 |
|7 | |
|RULE |n x 12 |
|IN |OUT |
|36 | |
|12 | |
| |8 |
|18 | |
|RULE |n ÷ 3 |
|IN |OUT |
|21 | |
|14 | |
|35 | |
|4 | |
|RULE |n ÷ 7 |
|IN |OUT |
|11 |44 |
|12 | |
|10 |40 |
|9 | |
|RULE |n |
|IN |OUT |
|1 |5 |
|4 |20 |
| |25 |
|7 | |
|RULE |n |
|IN |OUT |
|4 |16 |
|5 | |
|6 | |
| |32 |
|RULE |n |
Lesson 3-13: Find a Rule: Homework
A Rule can tell how one quantity is related to another
Look at the tables below. Start with the number in the IN column. What rule tells you how to find the number in the OUT column? Find the rule and then complete each table. (n stands for the number in the in column)
|IN |OUT |
|6 |2 |
|8 | |
|12 | |
|16 | |
|RULE |n ÷ 3 |
|IN |OUT |
|5 |40 |
|6 |48 |
|7 | |
|8 | |
|RULE |n |
|IN |OUT |
|9 |18 |
| |12 |
|7 | |
| |4 |
|RULE |n x |
|IN |OUT |
|63 |0 |
|49 | |
|42 |0 |
|56 | |
|RULE |n |
|IN |OUT |
|2 |16 |
|4 | |
|6 | |
|8 | |
|RULE |n x 8 |
|IN |OUT |
|56 |7 |
|48 | |
|32 | |
|24 |3 |
|RULE |n |
|IN |OUT |
|24 |2 |
| |6 |
|36 | |
| |7 |
|RULE |n ÷ 12 |
|IN |OUT |
|32 |4 |
|12 | |
| |1 |
|16 | |
|RULE |n ÷ |
|IN |OUT |
|24 | |
|33 | |
|27 | |
|36 | |
|RULE |n ÷ 3 |
|IN |OUT |
|11 |22 |
|12 | |
|10 |20 |
|9 | |
|RULE |n |
|IN |OUT |
|11 |11 |
|4 |4 |
| |25 |
|7 | |
|RULE |n |
|IN |OUT |
|8 |16 |
|5 | |
|6 | |
| |24 |
|RULE |n x |
Lesson 3-14: PLACE VALUE REVIEW SEATWORK
1) Round to the nearest tenth. 8.54 8. _________________
2) Round to the nearest thousandth. 99.5926 100 _________________
3) Round to the nearest tenth. 310.286 310.3 _________________
4) Round to the nearest thousandth. 6.4233 6 _________________
5) Round to the nearest thousandth. 6.8056 7 _________________
6) Round to the nearest tenth. 9.725 9.7 _________________
7) Round to the nearest hundredth. 118.380 118.38_________________
8) Round to the nearest tenth. 90.69 90.7 _________________
9) Round to the nearest tenth. 65.85 65.9 _________________
10) Round to the nearest thousandth. 70.5929 71 _________________
11) Round to the nearest hundredth. 76.684 76.68 _________________
12) Round to the nearest hundredth. 815.755 815.7_________________6
13) Round to the nearest tenth. 877.71 877.7 _________________
14) Round to the nearest hundredth. 12.261 12.26 _________________
15) Round to the nearest thousandth. 16.4 16 _________________
16) Round to the nearest thousandth. 95.8161 96 _________________
17) Round to the nearest hundredth. 2.408 2.41 _________________
18) Round to the nearest hundredth. 3.993 3.99 _________________
19) Round to the nearest thousandth. 76.377 76 _________________
20) Round to the nearest hundredth. 716.514 716 _________________
Lesson 3-14: PLACE VALUE REVIEW HomeWORK
1) Round to the nearest hundredth. 416.424 416. _________________2
2) Round to the nearest tenth. 8.68 8.7 _________________
3) Round to the nearest tenth. 9.641 9. _________________
4) Round to the nearest tenth. 6.81 6.8 _________________
5) Round to the nearest thousandth. 3.5232 4 _________________
6) Round to the nearest hundredth. 44.522 44. _________________5
7) Round to the nearest thousandth. 60.6278 61 _________________
8) Round to the nearest tenth. 55.757 55.8 _________________
9) Round to the nearest tenth. 4.510 4.5 _________________
10) Round to the nearest tenth. 53.27 53.3 _________________
11) Round to the nearest hundredth. 18.890 18.89 _________________
12) Round to the nearest thousandth. 44.3236 44 _________________
13) Round to the nearest hundredth. 140.132 140.1_________________3
14) Round to the nearest hundredth. 672.513 672. _________________
15) Round to the nearest thousandth. 23.2325 23 _________________
16) Round to the nearest hundredth. 2.449 2.45 _________________
17) Round to the nearest thousandth. 799.7373 80 _________________0
18) Round to the nearest tenth. 33.75 33.8 _________________
19) Round to the nearest thousandth. 6.2448 6 _________________
20) Round to the nearest hundredth. 30.410 30.4 _________________
1 Lesson 3-14: PLACE VALUE REVIEW HomeWORK
Rounding Numbers
Remember Rounding means reducing the digits in a number while trying to keep its value similar. The result is less accurate, but easier to use.
Example: .73 rounded to the nearest tenth is .70, because .73 is closer to .70 than to .80.
[pic]
Estimating is an important part of mathematics and a very handy tool for everyday life. Get in the habit of estimating amounts of money, lengths of time, distances, and many other physical quantities. Rounding off is a kind of estimating.
To round off decimals:
1. Find the place value you want (the "rounding digit") and look at the digit just to the right of it.
2. If that digit is less than 5, do not change the rounding digit but drop all digits to the right of it.
3. If that digit is greater than or equal to five, add one to the rounding digit and drop all digits to the right of it.
Still having trouble? Try the link below.
Study Guide for the end of unit test.
Write an addition sentence and a multiplication sentence for each picture
Do not solve! Name the property used. Choose from the following properties: Zero Property of Multiplication Commutative Property of Multiplication, Associative Property of Multiplication& Identity Property of Multiplication
1. 10 x 9 = 10 x 12 property used _____
2. 14 x 0 = 0 property used _____
3. 8 x 5 = 5 x 8 property used _____
4. 15 x 1 = 15 property used _____
5. (2 x 6) x 5 = (2 x 5) x 6 property used _____
Use the distributive property to solve the problems below.
|21 |x |
|(20 x 6) + (2 x 6) = |(10 x 5) + (5 x 5) = _______ |
| (120) + (12) = _______ | (50) + (25) = _______ |
|29 |x |
| | |
| | |
Look at the following problems. Label each term at dividend, divisor, or quotient.
56 ÷ 8 = 7
________________ ________________ __________________
Solve using your times tables.
|48 |÷ |
|12 |6 |
|14 | |
|18 | |
|22 | |
|RULE |n ÷ 2 |
|IN |OUT |
|7 |49 |
|6 |42 |
|7 | |
|8 | |
|RULE |n |
1) Round to the nearest thousandth. 325.5357 416. _________________2
2) Round to the nearest hundredth. 9.793 8.7 _________________
3) Round to the nearest tenth. 9.641 9. _________________
AND DON’T FORGET TO STUDY YOUR TIMES TABLES!!!!!!!!
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