What is the answer to 60 x 90? Why?
5,400 because the basic fact is 6 x 9 = 54 and there are two zeros.
Where do you put each of these numbers in an area model 20 x 34? Draw your answer in your notebook.
Teacher will decide. 20 on the side and 30 + 4 on the top.
What are the steps of using partial products?
Step 1: multiply by the ones
Step 2: Multiply by the tens
Step 3: add them all together
Estimate the numbers using rounding
27 x 31
30 x 30
Break apart the two numbers and show the first step of the distributive property
24 x 52
(20 + 4) x (50 + 2)
80
Draw and solve an area model for 40 x 37.
Teacher will look at the answer
What are the partial products for 23 x 14? Solve in your notebook.
23
x 14
12
80
30
200
322
Estimate and solve 46 x 29
50 x 30 = 1,500
Solve using the distributive property in your notebook.
19 x 17
(___ + ___) x (___ + ___)
(___ + ___) x ___ + (___ + ___) x ___
(___ x ___) + (___ x ___) + (___ x ___) + (___ x ___)
______ + _____ + _____ + _____
____________
(__10_ + _9__) x (_10__ + _7__)
(__10_ + _9__) x __10_ + (_10__ + _9__) x _7__
(_10__ x _10__) + (_10__ x __9_) + (_10__ x __7_) + (_9__ x _7__)
___100___ + __90___ + ___70__ + __63___
_____323_______
33
x 20
Answer:
660. Multiply 33 x 2 = 66 then add a zero
Teacher will decide.
What are the partial products for 19 x 52? Solve in your notebook
19
x 52
18
20
450
500
988
25 x 40
27
x 12
1
27
x 12
54
270
324
88 x 30 = ___
2,640 because 88 x 3 = 264 and then you add a zero
Draw and solve an area model for 16 x 28
Teacher will decide
What are the partial products for 26 x 53? Solve in your notebook
26
x 53
18
60
300
1,000
1,378
71 x 67 = 4,757
Estimate, then solve. Then, tell me is it reasonable or not reasonable
70 x 70 = 4,900
Reasonable
Solve using the standard algorithm
16 x 11
16
x 11
16
160
176
12 x 30 = ___
360 because 12 x 3 is 36 and then you add a zero
Teacher will decide.
What are the partial products for 24 x 33? Solve in your notebook
x 33
12
60
120
600
792
Find the compatible numbers and then solve
98 x 54
100 x 55 = 5,500
What are the steps to solving a problem using the standard algorithm
1. Multiply by the bottom ones place
2. Add a zero
3. Multiply by the bottom tens place
4. Add them all together