Question
The committee set on to redefine the company’s goals,
despite facing numerous challenges In the given question a phrase of the sentence is printed in bold which needs to be improved. Among the given options choose the option that can improve the given phrase and make it grammatically and contextually meaningful. If no improvement is required and the sentence is correct in its original form, then mark option 5 i.e., 'no improvement required' as the answer.Solution
The phrase "set on to redefine" is grammatically incorrect. The correct phrasal verb in this context is "set out to", which means to start a task or goal with a specific purpose or intention in mind. "Set out to" correctly indicates that the committee began their effort with the goal of redefining the company’s objectives. Set aside: "Set aside" means to reserve or disregard something, which doesn’t fit the context of beginning a task. Set in: "Set in" typically refers to something beginning, such as weather or conditions, and doesn’t apply here. Set up: "Set up" means to establish or organize something, which doesn’t match the idea of starting or aiming to achieve a specific goal.
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Some Reds are blues.
No Blues are white.
Some Blacks are white.
Conclusions-:
I. All black are defin...
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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...
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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
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