Smart Wealth Annuity Guaranteed Pension Plan - SWAG Pension Plan has been introduced that redefines the landscape of retirement planning, combining flexibility, security, and personalisation for individuals and groups alike.Which insurance company has launched it?
Max Life Insurance Company Ltd., has launched Smart Wealth Annuity Guaranteed Pension Plan - SWAG Pension Plan– A Non-Linked, Non-Participating Individual/Group General Annuity Savings Plan. Keeping in line with new-age consumers’ needs for solutions tailored to their specific needs, SWAG Pension Plan redefines the landscape of retirement planning, combining flexibility, security, and personalisation for individuals and groups alike. Through its customisable features and distinctive variants, this plan empowers individuals to proactively shape their retirement journey and enables them to realise their aspirations with a strong sense of financial empowerment.
Statements :
Only a few year is month
Mostly month is day
Conclusions :
I. All year can be month
II. Few day is year
Statements: Â Â Â Â Â All phones are battery.
                            No battery is a network.
  ...
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Some red are yellow.
All yellow are green.
All green are pink.
Conclusions :Â Â Â Â Â Â Â...
Statements : Some data are information
All information are news.
All news are statements.
Conclusions : I. All data being informa...
Statements:
All Paints are Buckets.
No Sweep is a Push.
No Bucket is a Sweep.
Conclusions:
I. Some Push are Buc...
Statements:
Only a few A are B.
No B is C.
All C are Z.
Conclusions:
I. Some A can be B.
II. Some C ...
In the question below some statements are given followed by three conclusions I, II and III. You have to take the given statements to be true even if t...
Statements:
Only dogs are cats.
No rat is a dog.
Mostly camels are rats.
No camel is a cow
Conclusions:
I. No ...
Statements:
Each Local is Town.
Some Towns are State.
No Town is Village.
Conclusions:
I: No Local is Village.
II: Some State are Locals.
Read the following statements and conclusions carefully. Assuming the information given in the statements is true, even if it appears to be at variance...