Add 10 to 568.
568+10=578
Decompose both addends to solve:
342+132=
342=300+40+2; 132=100+30+2
100+300=400; 40+30=70; 2+2=4
400+70+2=472
When we adjust addends to add, we use numbers that have a 0 in the ones place. What are these numbers called?
Friendlier numbers
When you adjust addends, are:
a. both addends added to
b. both addends subtracted from
c. one addend is added to and one is subtracted from
The answer is C. What is added to one addend must be subtracted from the other addend.
347+100=447
Decompose one addend to solve:
458+210=
458= 400+50+8
210+400=610; 610+50=660; 660+8=668
458+210=668
Solve this problem by adjusting addends:
186+297=
186 + 297 =
-3 +3
183 + 300= 483
What strategy is shown below:
458+210=?
458= 400+50+8
210+400=610; 610+50=660; 660+8=668
458+210=668
Decomposing one addend.
Add 10 to 497.
497+10=507
Decompose both addends to solve:
349+572=
349= 300+40+9; 572=500+70+2
300+500=800; 40+70=110; 9+2=11
800+110= 910; 910+11= 921
349+572=921
What is the sum? Adjust the addends.
503+364=
503+364=
-3 +3
500+367= 867
What strategy is shown here:
186 + 297 =
-3 +3
183 + 300= 483
Adjusting addends
Use base ten blocks to solve.
458+321=
☐ ☐ ☐ ☐ lllll ********
☐ ☐ ☐ ll *
☐ ☐ ☐ ☐ ☐ ☐ ☐ lllllll *********=779
Decompose one addend to solve:
289+644=
644=600+40+4
289+600= 889; 889+40=939; 939+4=943
289+644=943
Solve this problem by adjusting addends:
395+528=
395+528=
-2 +2
393+ 530= 923
Joe is solving the problem 732+122. He solves it below:
732+122=
-2 -2
730+ 120= 850
Did he solve it correctly?
He did not, he adjusted both by subtracting. When you adjust, you must add to one addend and subtract the other.
Use base ten blocks to solve.
399+132=
☐ ☐ ☐ lllllllll *********
☐ lll **
***********= l *; llllllllllll= ☐ ll
☐ ☐ ☐ ☐ ☐ lll * = 531
What is a strategy/tool you can use when you decompose only one addend?
You can use a number line.
How can you adjust the addends? (2 answers)
277 + 398=
a. 280+395 b. 280+401
c. 275+400 d. 275+396
The answer is A and C.
Which two equations will require regrouping?
a. 341+211 b. 456+399
c. 652+317 d. 387+276
Both B and D