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Deductive argument where conclusion is followed from the premise is called
A
valid
B
incorrect
C
probable
D
necessarily
Correct Answer:
necessarily
which one of the following is not correct?
1. If one of the premises is invalid, the argument is not true
2. An argument cannot be sound if one of the premise is false
3. If premises entail the conclusion then the argument will be valid
4. A deductive argument may be valid without being sound
A
2 and 3
B
Only 1
C
Only 4
D
1, 2 and 4
The premise on which your conclusion is based is not valid.Choose the meaning of premise.
A
notion
B
promise
C
thesis
D
area
Consider the given statement/s to be true and decide which of the given conclusions/assumptions can definitely be drawn from the given statement. Statement:I All astronomers are scientists.
Statement:II Some scientists are shopkeepers. Conclusion:I All astronomers are shopkeepers.
Conclusion:II Some shopkeepers are astronomers.
Conclusion:III Some shopkeepers are scientists.
Conclusion:IV All scientists are astronomers.
A
Only IConclusion follows
B
Conclusions I,IIandIIIfollows
C
Only conclusion IIIfollows
D
Conclusion IIand IV follows
Consider the following statements.
1. All valid arguments have only true premises.
2. A sound argument must be valid.
3. An argument with a false conclusion can't be valid.
4. All arguments with true conclusion are valid.
Which of the following statements is/are correct?
A
2 and 4
B
only 4
C
1 and 2
D
3 and 4
Consider the following statements
1. All valid arguments have only true premises.
2. A sound argument must be valid.
3. An argument with a false conclusion cannot be valid.
4. All arguments with true conclusion are valid.
Which of the statements given above is/are correct?
A
2 and 4
B
Only 4
C
1 and 2
D
3 and 4
Any form of circular argument is the argument where we assume only one of the premise. In such a case the fallacy occurred is
1. Begging the question
2. Complex question
3. Ignoratio Elenchi
4. Petitio Principii
A
1 and 2
B
2 and 4
C
1 and 4
D
2 and 3
What is the output of this program ? class main_arguments {
public static void main(String [ ] args)
{
String [][] argument = new String[2][2];
int x;
argument[0] = args;
x = argument[0].length;
for (int y = 0; y < x; y++)
System.out.print(" " + argument[0][y]);
}
}
A
1 1
B
1 0
C
1 0 3
D
1 2 3
In the question a statement is given, followed by two arguments, I and II. You have to consider the statement to be true even if it seems to be atvariance from commonly known facts. You have to decide which of the given arguments, if any, is a strong argument.
Statement : Should one year of army training be compulsory for all Indian citizens?
Argument I : No, the costs of training will be prohibitive and one year of labour will be lost.
Argument II : Yes, army training helps make better citizens.
A
if only argument I is strong.
B
if only argument II is strong.
C
if both I and II are strong.
D
if neither I nor II is strong.
In the question a statement is given, followed by two arguments, I and II. You have to consider the statement to be true even if it seems to be atvariance from commonly known facts. You have to decide which of the given arguments, if any, is a strong argument. Statement : Should one year of army training be compulsory for all Indian citizens? Argument I : No, the costs of training will be prohibitive and one year of labour will be lost.
Argument II : Yes, army training helps make better citizens.
A
if only argument I is strong.
B
if only argument II is strong.
C
if both I and II are strong.
D
if neither I nor II is strong.
In the question a statement is given, followed by two arguments, I and II. You have to consider the statement to be true even if it seems to be atvariance from commonly known facts. You have to decide which of the given arguments, if any, is a strong argument. Statement : Should street lights be switched off after midnight? Argument I : No, statistics show that crime and accidents increase if street lights are switched off.
Argument II : Yes, few vehicles ply after midnight, expensive electricity will be wasted.
A
if only argument I is strong.
B
if only argument II is strong.
C
if both I and II are strong.
D
if neither I nor II is strong.