A conjugal family

(noun)

a family unit consisting of a father, mother, and unmarried children who are not adults

Related Terms

  • matrilocal
  • consanguinity

Examples of A conjugal family in the following topics:

  • The Nature of a Family

    • In human context, a family is a group of people affiliated by consanguinity, affinity, or co-residence.
    • In human context, a family is a group of people affiliated by consanguinity, affinity, or co-residence.
    • A "conjugal" family includes only a husband, a wife, and unmarried children who are not of age.
    • A "matrilocal" family consists of a mother and her children.
    • As a unit of socialization, the family is the object of analysis for sociologists of the family.
  • First (or A) Conjugation

  • Complex Conjugates and Division

    • The complex conjugate of x + yi is x - yi, and the division of two complex numbers can be defined using the complex conjugate.
    • The real and imaginary parts of a complex number can be extracted using the conjugate, respectively:
    • Moreover, a complex number is real if and only if it equals its conjugate.
    • The reciprocal of a nonzero complex number $z = x + yi$ is given by
    • $\frac{(a + bi)}{(c + di)} = \frac{(a + bi)(c - di)}{(c + di)(c - di)} = \frac{(ac + bd)}{(c^2 + d^2)} + \frac{(bc - ad)}{(c^2 + d^2)}i$
  • How to conjugate in the present tense

    • To conjugate a regular German verb in the present tense, eliminate the -en from the infinitive.  
    • Click on the link for a quick video explanation of conjugating regular verbs in the present tense.
    • Iris from Bond Street Languages gives a simple explanation on how to conjugate regular verbs.
  • Complex Conjugates

    • The complex conjugate of the number $a+bi$ is $a-bi$.
    • The complex conjugate (sometimes just called the conjugate) of a complex number $a+bi$ is the complex number $a-bi$.
    • Since the conjugate of a conjugate is the original complex number, we say that the two numbers are conjugates of each other.
    • The product of two conjugates is always a real number.
    • One important fact about conjugates is that whenever a complex number is a root of polynomial, its complex conjugate is a root as well.
  • How to conjugate in the present tense

    • To conjugate a regular German verb, you simply take off the -en from the infinitive, and add the corresponding verb endings.  
    • Click on the link below for a further explanation of conjugating regular verbs.
    • Learn how to conjugate regular German verbs in the present tense.
  • Zygomycota: The Conjugated Fungi

    • Zygomycota, a small group in the fungi kingdom, can reproduce asexually or sexually, in a process called conjugation.
    • Zygomycetes play a considerable commercial role.
    • When spores land on a suitable substrate, they germinate and produce a new mycelium.
    • This form of sexual reproduction in fungi is called conjugation (although it differs markedly from conjugation in bacteria and protists), giving rise to the name "conjugated fungi".
    • In the sexual life cycle, plus and minus mating types conjugate to form a zygosporangium.
  • What is a family?

    • Most people have a network of others they consider their family.
    • But what exactly is a family?
    • Questioning the basic concept of family is a relatively new phenomenon, though variations in what we consider a "family" are not.
    • A variety of other family structures exist.
    • Groups of related households formed a family.
  • Verb Position

    • One of the most important grammatical concepts in German is that the conjugated verb is always in the second position of the main clause.  
    • This does not necessarily mean the conjugated verb is the second word.  
    • Understand the position of the conjugated verb in a main clause
  • The Importance of Conjugation

    • A comparison of the absorption spectrum of 1-pentene, λmax = 178 nm, with that of isoprene (above) clearly demonstrates the importance of chromophore conjugation.
    • The appearance of several absorption peaks or shoulders for a given chromophore is common for highly conjugated systems, and is often solvent dependent.
    • In a similar manner, the three double bonds of a conjugated triene create six pi-molecular orbitals, half bonding and half antibonding.
    • The following diagram illustrates this excitation for an isolated double bond (only two pi-orbitals) and followed by two diagrams, one for a conjugated diene and one for a triene.
    • A few examples are displayed below.
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