Physics-
General
Easy
Question
The radius of a nucleus with atomic mass number 7 is 2fermi. Find the radius of nucleus with atomic number 189.
- 3 fermi
- 4 fermi
- 5 fermi
- 6 fermi
The correct answer is: 6 fermi
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An electron with kinetic energy is incident on a -atom in its ground state. The collision
An electron with kinetic energy is incident on a -atom in its ground state. The collision
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A radioactive nucleus emits -particles and 5-particles. The ratio of number of neutrons to that of protons will be
A radioactive nucleus emits -particles and 5-particles. The ratio of number of neutrons to that of protons will be
physics-General
chemistry-
Which of the following statement is not correct for sigma and pi-bonds formed between two carbon atoms?
Which of the following statement is not correct for sigma and pi-bonds formed between two carbon atoms?
chemistry-General
chemistry-
Which of the following compounds are the common products obtained in the hydrolysis of
and
?
Which of the following compounds are the common products obtained in the hydrolysis of
and
?
chemistry-General
chemistry-
Compare x and y bond angles in the following molecule:
![](data:image/png;base64,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)
Compare x and y bond angles in the following molecule:
![](data:image/png;base64,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)
chemistry-General
chemistry-
Select the correct diagram for the
orbital:
Select the correct diagram for the
orbital:
chemistry-General
chemistry-
Compare x and y bond lengths for the above given molecules:
Compare x and y bond lengths for the above given molecules:
chemistry-General
chemistry-
and
Compare x and y bond lengths for the above given molecules:
and
Compare x and y bond lengths for the above given molecules:
chemistry-General
chemistry-
Compare x and y bond lengths for the above given molecules:
Compare x and y bond lengths for the above given molecules:
chemistry-General
chemistry-
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
chemistry-General
chemistry-
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
chemistry-General
chemistry-
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
Compare bond angles for the following molecules:
![](data:image/png;base64,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)
chemistry-General
chemistry-
A metal complex having composition
r has been isolated in two forms,(X)and(Y) The form (X) reacts with
to give a white precipitate readily soluble indilute aqueous ammonia, whereas(Y) gives a pale-yellow precipitate soluble in concentrate ammonia
Choose the corrects tatement regarding the complexes X and Y
I) Both complexes have the same six geometricalisomer
II) Both complexes have: nearly the same conductivity in![H subscript 2 end subscript O](data:image/png;base64,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)
III) In both complexes,
is involved only to secondary valency
IV) In both complexes ,electronic configuration of t2g is same
A metal complex having composition
r has been isolated in two forms,(X)and(Y) The form (X) reacts with
to give a white precipitate readily soluble indilute aqueous ammonia, whereas(Y) gives a pale-yellow precipitate soluble in concentrate ammonia
Choose the corrects tatement regarding the complexes X and Y
I) Both complexes have the same six geometricalisomer
II) Both complexes have: nearly the same conductivity in![H subscript 2 end subscript O](data:image/png;base64,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)
III) In both complexes,
is involved only to secondary valency
IV) In both complexes ,electronic configuration of t2g is same
chemistry-General
chemistry-
One cationic complex has two isomers A and B Each has one
five
,one
and one
stoichiometrically A gives white ppt with
while B give yellow ppt with
A can be:
One cationic complex has two isomers A and B Each has one
five
,one
and one
stoichiometrically A gives white ppt with
while B give yellow ppt with
A can be:
chemistry-General
chemistry-
Compare B-B bond angle in above molecule:
Compare B-B bond angle in above molecule:
chemistry-General