If Anandi's present age is $x$ years and her father's age is $3$ years less than $4$ times her age, then her father's present age is

$(4 x - 3)$ years

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$(3 x - 4)$ years

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$4 (x - 3)$ years

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$(4 x + 3)$ years

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Solution

The correct option is A
$(4 x - 3)$ years

Explanation for the correct option:
Anandi's present age $= x$ years
$4 \times$ Anandi's present age $= 4 x$ years
Given that her father's age is 3 years less than 4 times her age.
So, her father's age $= 4 x - 3$ years
Hence, option (A) is the correct answer.

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If Anandi's present age is xyears and her father's age is 3years less than 4times her age, then her father's present age is

The correct option is A 4x-3 years Explanation for the correct option: Anandi's present age =xyears 4× Anandi's present age =4x years Given that her father's age is 3 years less than 4 times her age. So, her father's age =4x-3 years Hence, option (A) is the correct answer.

If Anandi's present age is $x$ years and her father's age is $3$ years less than $4$ times her age, then her father's present age is