Question
Albert Bourla, chairman and chief executive of global
pharmaceutical giant _________, was awarded the prestigious Genesis Prize for his efforts in leading the development of a COVID-19 vaccine.Solution
Albert Bourla, chairman and chief executive of global pharmaceutical giant Pfizer Inc., was awarded the prestigious Genesis Prize for his efforts in leading the development of a COVID-19 vaccine. The $1 million award is granted each year to a person for their professional achievements, contributions to humanity and commitment to Jewish values. The prize was inaugurated in 2014 and is run in a partnership between the private Genesis Prize Foundation and the chairman’s office of the Jewish Agency, a nonprofit group that has close ties to the Israeli government. It is funded by a $100 million endowment established by the foundation.
- In the following question below are given some statements followed by some conclusions based on those statements. Taking the given statements to be true ev...
Statements-:
Some Reds are blues.
No Blues are white.
Some Blacks are white.
Conclusions-:
I. All black are defin...
Statements:
All Players are Teams.
All Teams are Sports.
Only a few Sports are Games.
Only Games are Groups.
<...Statement:
Some pens are pencils
Only a few pencils are tables
All tables are notebooks
Conclusion:
I. All pens can b...
Read the given statements and conclusion carefully. Assuming the information given in the statement is true, even if it appears to be at variance with ...
Statements:
Some songs are guitars.
Only guitars are music.
No song is an instrument.
Conclusions:
I. Some...
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at varianc...
Statements:
Each Local is Town.
Some Towns are State.
No Town is Village.
Conclusions:
I: No Local is Village.
II: Some State are Locals.
In the questions given below there are three statements followed by three conclusions I, II and III. You have to take the three given statements to be...
Statement
Only a few A is B
No B is C
Some C is D
Conclusion
I) Â All A can never be C
II) Â All B can b...