Change the statement using expression into statement in ordinary language.
Raghu is $y years$ old. His uncle is $5 y years$ old and his aunt is $(5 y - 2) years$ old.

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Solution

Raghu's age $= y (years)$
His Uncle's age $= 5 y (years)$ (i.e. $5$ times the age of Raghu)
His Aunt's age $= (5 y - 2) years$ (i.e. $2 years$ less than the Uncle's age)
Thus, the required statement is Raghu's Uncle is $5$ times the age of Raghu while his Aunt is $2 years$ younger than the Uncle.

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Change the statement using expression into statement in ordinary language. Raghu is yyears old. His uncle is 5yyears old and his aunt is (5y-2)years old.

Raghu's age =y(years)His Uncle's age =5y(years) (i.e. 5 times the age of Raghu)His Aunt's age =(5y-2)years(i.e. 2years less than the Uncle's age)Thus, the required statement is Raghu's Uncle is 5 times the age of Raghu while his Aunt is 2yearsyounger than the Uncle.

Change the statement using expression into statement in ordinary language.
Raghu is $y years$ old. His uncle is $5 y years$ old and his aunt is $(5 y - 2) years$ old.

Raghu's age $= y (years)$
His Uncle's age $= 5 y (years)$ (i.e. $5$ times the age of Raghu)
His Aunt's age $= (5 y - 2) years$ (i.e. $2 years$ less than the Uncle's age)
Thus, the required statement is Raghu's Uncle is $5$ times the age of Raghu while his Aunt is $2 years$ younger than the Uncle.