"Commutable" Pronounce,Meaning And Examples
"Commutable" Natural Recordings by Native Speakers
"Commutable" Meaning
Commutable refers to something that can be easily and conveniently changed into a different form, shape, or state. In everyday usage, it is often used to describe a job or route that can be easily commuted to and from, meaning it is accessible by public transportation or a relatively short distance, making it convenient for workers to travel to and from.
"Commutable" Examples
Commutable
A word that refers to the ability of a location or a job to be reached conveniently by public transportation, thus making it easy for someone to live or work there.
Here are 5 examples of how to use the word "commutable" in a sentence:
Example 1
The city has many neighborhoods that are commutable to the financial district, making it an attractive option for young professionals.Example 2
If I live in the suburbs, I'd need a car to get to work, but with public transportation, my daily commute is very commutable.Example 3
One of the advantages of this part of town is that it's very commutable, with multiple bus lines and trains running frequently.Example 4
I was worried about the long commute, but my new apartment is directly on the subway line and it's surprisingly commutable.Example 5
When considering a job offer, I also look at how commutable it is from my current location to ensure my daily routine won't be disrupted."Commutable" Similar Words
Communists
Communitarian
Communitarian refers to a philosophy or ideology that emphasizes the importance of community and the collective good, often prioritizing the needs of the community over individual rights and interests. It is characterized by a sense of shared responsibility, social cohesion, and a commitment to the well-being of all members of the community. Communitarianism can take various forms, including social, political, and cultural movements that aim to promote community independence, self-sufficiency, and cooperation.
Communitarianism
Communitarianism is a philosophical and political movement that emphasizes the importance of community and social relationships over individual rights and interests. It argues that individuals should prioritize the well-being of the community and the common good over their own self-interest. This movement is often contrasted with individualism, which emphasizes individual rights and freedoms. Communitarianism can be applied to various areas, including economics, politics, and ethics, and is often associated with the idea of a "mixed economy" that balances individual enterprise with communal values.
Communities
Communities refer to groups of people who share a common interest, location, or identity, and who interact and connect with one another in some way. Communities can be small and intimate, or large and widespread, and may be defined by factors such as geographic location, profession, culture, or values.
Community
A community refers to a group of people who share common interests, goals, or values and interact with each other regularly, often in a particular geographic area. It can also refer to a feeling of belonging and shared identity among its members. Examples of communities include a neighborhood, a social club, a church congregation, or an online forum.
Communization
Communization is a term that refers to a political and economic system in which resources are collectively owned and managed by the community or society as a whole. It is often associated with anarchist and socialist ideologies, and is seen as a alternative to traditional capitalist and socialist systems.
Communize
To communize means to make something common property or to turn it into a shared resource, often as part of a socialist or communist ideology. It can also refer to the process of making something widely available or accessible to all people.
Commutability
The term "commutability" refers to the ability of a mathematical operation or a statistic to remain unchanged when the order of its arguments is switched or reveresed. In other words, it is the property of an operation or statistic that its value does not change regardless of the way in which its input values are arranged or rearranged.
Commutate
Commutated
Commutating
Commutation
Commutation refers to the act of changing from one employment, job, or status to another, often involving a change in one's occupation, profession, or position. It can also refer to the act of substituting or exchanging one thing for another, such as commuting between two places. In mathematics, commutation is a concept that deals with the swapping of two mathematical operations or elements, often in the context of algebra or number theory. In everyday life, commutation is often used to describe the process of transitioning from one state or situation to another, such as switching from one career to another or from one phase of life to another.
Commutative
In mathematics, the term "commutative" refers to a specific property of operations or functions that can be rearranged or swapped without affecting the outcome. In other words, if an operation is commutative, the order in which elements are combined does not change the result.
Commutativity
In mathematics, commutativity is a property of binary operations, such as addition and multiplication, where the order of the operands (numbers or variables) does not change the result. In other words, a + b is the same as b + a, and similarly for multiplication: a × b is the same as b × a. This means that the operation can be performed in any order without affecting the outcome.
Commutator
The commutator is a device used in electric motors, generators, and other electrical machines, which is responsible forelectrically connecting and disconnecting the primary and secondary windings of a machine.
Commutators
In mathematics, particularly in abstract algebra, a commutator is an expression that describes the commutativity of two elements in a given algebraic structure. Specifically, it is defined as the value obtained by subtracting the product of two elements in a certain order from the product of the same elements in the reverse order. The result indicates whether the two elements commute, or whether their order affects the outcome.