Definition of equational in English:

equational

adjective ɪˈkweɪʒ(ə)n(ə)ləˈkweɪʒ(ə)n(ə)l

another term for equative
Example sentencesExamples
- This is surely a simple presumption of Newton's 2nd law in its equational form of Force = mass multiplied by momentum (a).
- The present author therefore proposed to restrict the application to the atomic sentences of equational theories, that is to sentences of the form f = 0.
- When a crossover occurs between the centromere and the locus (types II and III), the first division can be either equational (type II) or reductional (type III< 93 vs.96%).

Definition of equational in US English:

equational

adjectiveəˈkwāZH(ə)n(ə)ləˈkweɪʒ(ə)n(ə)l

another term for equative
Example sentencesExamples
- When a crossover occurs between the centromere and the locus (types II and III), the first division can be either equational (type II) or reductional (type III< 93 vs.96%).
- This is surely a simple presumption of Newton's 2nd law in its equational form of Force = mass multiplied by momentum (a).
- The present author therefore proposed to restrict the application to the atomic sentences of equational theories, that is to sentences of the form f = 0.

单词	equational
释义	Definition of equational in English: equational adjective ɪˈkweɪʒ(ə)n(ə)ləˈkweɪʒ(ə)n(ə)l another term for equative Example sentencesExamples This is surely a simple presumption of Newton's 2nd law in its equational form of Force = mass multiplied by momentum (a). The present author therefore proposed to restrict the application to the atomic sentences of equational theories, that is to sentences of the form f = 0. When a crossover occurs between the centromere and the locus (types II and III), the first division can be either equational (type II) or reductional (type III< 93 vs.96%). Definition of equational in US English: equational adjectiveəˈkwāZH(ə)n(ə)ləˈkweɪʒ(ə)n(ə)l another term for equative Example sentencesExamples When a crossover occurs between the centromere and the locus (types II and III), the first division can be either equational (type II) or reductional (type III< 93 vs.96%). This is surely a simple presumption of Newton's 2nd law in its equational form of Force = mass multiplied by momentum (a). The present author therefore proposed to restrict the application to the atomic sentences of equational theories, that is to sentences of the form f = 0.
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