Coordinating Related Sets of MeasurementsSometimes in mathematics we want to describe sets of numbers such as "every real number that is0.1 greater than an integer". Numbers that satisfy this criterion include 1.1, 2.1,-0.9, and -1.9.But we could never list all of the numbers that satisfy this criterion individually.Using mathematical notation, however, we could say "For every integer k, the set of numbers k +0.1 satisfies the criterion".Another example is the set of all even numbers. We can represent this as the set of 2n for allintegers n.a. Represent the list of all multiples of .6.) Represent the list of all multiples of .Represent the list of all real numbers units greater than a multiple of 2z.

Name: Coordinating Related Sets of MeasurementsSometimes in mathematics we
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Coordinating Related Sets of MeasurementsSometimes in mathematics we want to describe sets of numbers such as "every real number that is0.1 greater than an integer". Numbers that satisfy this criterion include 1.1, 2.1,-0.9, and -1.9.But we could ne