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Show how you might sketch base pieces to illustrate each computation by filling out each part of the following questions. Part 1 out of 5 a. 148 + 25 i) Combine sets for a total of ii) Regroup iii) Regroup iv) There are now v) 148 + 25 = units to longs to flats, flats, longs and flats and longs, and longs, and units. longs. units. units.

Show how you might sketch base pieces to illustrate each computation by filling out each part of the following questions. Part 1 out of 5 a. 148 + 25 i) Combine sets for a total of ii) Regroup iii) Regroup iv) There are now v) 148 + 25 = units to longs to flats, flats, longs and flats and longs, and longs, and units. longs. units. units.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Show how you might sketch base pieces to illustrate each computation by filling out each part of the following questions. Part 1 out of 5 a. 148 + 25 i) Combine sets for a total of flats, longs, and units. ii) Regroup units to longs and units. iii) Regroup longs to flats and longs. iv) There are now flats, longs, and units. v) 148 + 25 =
Transcribed Image Text:Show how you might sketch base pieces to illustrate each computation by filling out each part of the following questions. Part 1 out of 5 a. 148 + 25 i) Combine sets for a total of flats, longs, and units. ii) Regroup units to longs and units. iii) Regroup longs to flats and longs. iv) There are now flats, longs, and units. v) 148 + 25 =
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Follow-up Question

522 + 29
 
i) Combine sets for a total of 

 

 flats, 

 

 longs, and 

 

 units.
 
ii) Regroup 

 

 units to 

 

 longs and 

 

 units.
 
iii) Regroup 

 

 longs to 

 

 flats and 

 

 longs.
 
iv) There are now 

 

 flats, 

 

 longs, and 

 

 units.
 
v) 522 + 29 = 

 
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