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Consider the following propositions:
1. A void marriage remains valid until a decree annulling it has been passed by a competent court.
2. A void marriage is never a valid marriage and there is no necessity of any decree annulling it.
3. A voidable marriage remains valid until a decree annulling it has been passed by a competent court.
4. Children born out of void marriage will get legal protection under section 16 of the Hindu Marriage Act, 1955 on the basis of decree of nullity of such marriage.
Choose the correct option from below:
Which of the following statements are incorrect regarding the Special Marriage Act, 1954
1. A marriage shall be null and void if one of the parties to the marriage is impotent at the time of marriage and at the time of institution of suit
2. One of the conditions for marrying under the Special Marriage Act, 1954 is that the male must have completed the age of 21 years and the female the age of 18 years
3. Any marriage celebrated in other forms may be registered under the Special Marriage Act, 1954 and both the parties must have completed 21 years of age at the time of registration
4. A divorce petition may be filed if the respondent is undergoing a sentence of imprisonment for seven years or more for an offence under IPC (Indian Penal Code)
Choose the correct answer from the options given below:
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at variance with commonly known facts, decide which of the given conclusions logically follow(s) from the statements. Statements:  All nieces are sisters. Some nieces are brothers. Conclusion I : Some brothers are sisters. II : All sisters are nieces. III : No brothers are sisters.
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at variance with commonly known facts, decide which of the given conclusions logically follow(s) from the statements. Statements: All nieces are sisters. Some nieces are brothers. Conclusions: I : Some brothers are sisters. II : All sisters are nieces. III : No brothers are sisters.
At an Electronic Data processing unit, five out of the eight program sets P,Q,R,S,T,U,V and W are to be operated daily. On any one day, except for the first day of a month, only three of the program sets must be the ones that were operated on the previous day. The program operating must also satisfy the following conditions: 1. If program P is to be operated on a day, V can’t be operated on that day. 2. If Q is to be operated on a day, T must be one of the programs to be operated after Q. 3. If R is to be operated on a day, V must be one of the programs to be operated after R. 4. The last program to be operated on any day must be either S or U. If the program sets R and W are to be operated on the first day, which of the following could be the other program on that day?
Find out the correct statement(s) from the following:
(1) A void marriage remains valid until a decree annulling it has been passed by a competent Court.
(2) A void marriage is never a valid marriage and there is no necessary of a decree annulling it.
(3) A voidable marriage is regarded as a valid subsisting marriage until a decree annulling it has been passed by a competent Court.
Propositions are:
(1) A void marriage remains valid until a degree annulling it has been passed by a competent court.
(2) A void marriage is never a valid marriage and there is no necessity of any decree annulling it.
(3) A voidable marriage is regarded as a valid subsisting marriage until a decree annulling it has been passed by a competent court.
In respect of the aforementioned proposition which combination is the most correct?
A family has several children. Each boy in this family has as many sisters as brothers, but each girl has twice as many brothers as sisters. How many brothers and sisters are there?
Study the given statements and conclusions carefully and decide which of the conclusions logically follows from the statement. Statements: Some girls are doctors. All doctors are sisters. Conclusion: I. Some girls are sisters. II. All sisters are girls.
In a family there are several brothers and sisters. Every 2 boys have brothers as many as sisters and each girl has 2 brothers less than twice as many brothers as sisters. Now find the number of boys and girls.