Open circulatory system is found in
- Cat
- Human
- Bird
- Butterfly
- option4
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Open circulatory system found in butterfly, pumps blood into a cavity called a hemocoel where it surrounds the organs and then returns to the heart(s) through ostia (openings).
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Which one of these is not a plant excretory product? [Note- Post your answer in comment box.]
- Tanine
- Resin
- Latex
- Strach
- option4
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\(\frac{sin63^\circ}{cos27^\circ} \) =
- \(\sqrt{3}\)
- 1
- 2
- 3
- option2
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Hint:- Change \(sin\theta\) to \(cos\theta \)we know \(sin\theta\) = \(cos(90^\circ-\theta)\) so \(sin63^\circ\) can be written as \(cos(90^\circ-63^\circ)\) = \(cos27^\circ\) Now, \(\frac{sin63^\circ}{cos27^\circ}\) =
\(\frac{cos(90^\circ-
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Predicate the output of the following problem if the input is "QuizSagar".
#include
int main()
{
char s[100];
scanf("%[A-Z]s",s);
printf("%s",s);
return 0;
}
- QuizSagar
- QS
- Q
- S
- option2
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%[A-Z] is a scanset of CAPITAL alphabets A-Z, so scanf() accept only capital alphabets from above inputs "QuizSagar" so outputs will be QS.
The scanset is basically a specifier supported by scanf(). It is represented by %[].
Inside scanset we can specify
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Predicate the output of the following problem if the input is "QuizSagar".
#include
int main()
{
char s[100];
scanf("%[A-Z,0-9]s",s);
printf("%s",s);
return 0;
}
- QuizSagar1
- QS
- QS1
- Q
- option3
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Accept only capital alphabets A-Z and digit from 0-9
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Predicate the output of the following problem if the input is "QuizSagar".
#include
int main()
{
char s[100];
scanf("%[A-Z]s",s);
printf("%s",s);
return 0;
}
- QuizSagar
- QS1
- QS
- Q
- option3
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If the circumfrence and the area of a circle are numerically equal, the diameter of the circle will be
- Π unit
- 2 unit
- 3Π unit
- 4 unit
- option4
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If table R has only one candidate key, then which of the following is always true?
- R is in 2NF, but is not in 3NF
- R is in 2NF, but may not be in 3NF
- R is in 3NF, it is also in BCNF
- None of these
- option3
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if it is in 3NF then surely it will be in BCNF because to be a relation in 3NF not in BCNF atleast two compound keys are needed, so that proper set of one candidate key drives proper subset of other candidate key.[From external source]
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Relation R has atleast one simple candidate key and it is also given that R is in BCNF. Which of the following statement is true?
- R may or may not be in 4NF.
- R is surely in 4NF.
- R is BCNF but not 4NF.
- Cannot conclude to a statement.
- option2
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It is already mention that R is in BCNF and a simple candidate key is present. By availability of simple candidate key, it is guaranteed that that no multivalued attribute is present in the table. Because if some multivalued attributed is there in the tab
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\((a+b)(a-b)=\)
- \(a^2+b^2\)
- \(a^2-b^2\)
- \((a+b)^2\)
- \((a-b)^2\)
- option2
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