Definition of Regroup

1. Verb. Organize anew, as after a setback.

Exact synonyms: Reorganise, Reorganize
Generic synonyms: Form, Organise, Organize
Derivative terms: Reorganization, Reorganization

2. Verb. Reorganize into new groups.
Generic synonyms: Group

Definition of Regroup

1. Verb. To pause and get organized before trying again. ¹

2. Verb. to group or categorize again. ¹

¹ Source: wiktionary.com

Definition of Regroup

1. group [v -ED, -ING, -S] - See also: group

Lexicographical Neighbors of Regroup

regrip
regripped
regripping
regrips
regroom
regroomed
regrooming
regrooms
regroove
regrooved
regroover
regroovers
regrooves
regrooving
reground
regroup (current term)
regrouped
regrouping
regroupings
regroups
regrout
regrouted
regrouting
regrouts
regrow
regrowing
regrown
regrows
regrowth
regrowths

Literary usage of Regroup

Below you will find example usage of this term as found in modern and/or classical literature:

1. Across the Reef: The Amphibious Tracked Vehicle at War by Victor J. Croizat (2001)
"Fall Back and regroup The Japanese advance; the Battles of Midway and Guadalcanal THE war in the Pacific exploded in a series of surprise attacks launched ..."

2. Skill Sharpeners Math, Grade 2 by Douglass Wurst, Sharman Wurst (2005)
"Skills: Two-Digit Addition with and Without regrouping Add. Remember—if the ones are greater than <R, you must regroup and move the tens to the tens place. ..."

3. An Introduction to the Theory of Statistics by George Udny Yule (1919)
"regroup by 2-inch intervals, SS'o-SO'S, etc., for father, 69'5-61'5, etc., for son. ... regroup by ten-year intervals (16-, 25-, 35-, etc. ..."

4. Balancing Reading & Language Learning: A Resource for Teaching English by Mary Cappellini (2005)
"In an upper-grade classroom, we would then regroup after this first short ... I usually regroup the children again to read another book in a read-aloud, ..."

5. On the Foundation and Technic of Arithmetic by George Bruce Halsted (1912)
"Remainder division will regroup a given set, the dividend, into smaller sets each with the same cardinal as a given set, the divisor, and a remaining set ..."

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