measure approximately
1measure — {{Roman}}I.{{/Roman}} noun 1 official action to deal with a problem ADJECTIVE ▪ appropriate, effective, necessary, practical ▪ We urge you to adopt all necessary measures to guarantee people s safety. ▪ key …
2measure — meas|ure1 [ meʒər ] noun count *** ▸ 1 action to achieve something ▸ 2 amount (not large/small) ▸ 3 way of judging something ▸ 4 unit of measurement ▸ 5 section of music ▸ + PHRASES 1. ) an action that is intended to achieve or deal with… …
3measure */*/*/ — I UK [ˈmeʒə(r)] / US [ˈmeʒər] noun [countable] Word forms measure : singular measure plural measures 1) an action that is intended to achieve or deal with something This is a temporary measure to stop the problem from getting any worse. take… …
4measure*/*/*/ — [ˈmeʒə] noun [C] I 1) an action that is intended to achieve something or deal with something This is a temporary measure to stop the problem from getting any worse.[/ex] Stronger measures will have to be taken to bring down unemployment.[/ex] 2)… …
5Oregon Ballot Measure 48 (2006) — Measure 48 Amends Constitution: Limits biennial percentage increase in state spending to percentage increase in state population, plus inflation. Election results Yes or n …
62006 Measure T (Richmond, California) — Measure T was a 2006 Richmond, California city election ballot measure to raise funds for city services in Richmond, CaliforniaThe measure s purpose was to raise $10 million in additional annual revenue for the purpose of hiring fifty additional… …
7Lebesgue measure — In mathematics, the Lebesgue measure, named after Henri Lebesgue, is the standard way of assigning a length, area or volume to subsets of Euclidean space. It is used throughout real analysis, in particular to define Lebesgue integration. Sets… …
8Regular measure — In mathematics, a regular measure on a topological space is a measure for which every measurable set is approximately open and approximately closed .DefinitionLet ( X , T ) be a topological space and let Σ be a sigma; algebra on X that contains… …
9Regularity theorem for Lebesgue measure — In mathematics, the regularity theorem for Lebesgue measure is a result in measure theory that states that Lebesgue measure on the real line is a regular measure. Informally speaking, this means that every Lebesgue measurable subset of the real… …
10Doubling measure — In mathematics, a metric space X with metric d is said to be doubling if there is some constant M > 0 such that for any x in X and r > 0, the ball B(x, r) = {y:|x − y| < r} may be… …
