Which of the following years is a leap year?

2004

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2005

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2006

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2010

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Solution

The correct option is A $2004$
We know that every year divisible by $4$ is known as a leap year.
Also a number is divisible by $4$ if the number formed
by the digits in $units and tens$ places
is divisible by $4$ .
So, only $2004$ is divisible by $4$ .
Hence, this is the answer.

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Given the following data :

$\begin{matrix} Year & 2004 - 05 & 2005 - 06 & 2006 - 07 & 2007 - 08 & 2008 - 09 & 2009 - 10 & 2010 - 11 & 2011 - 12 WPI (2004 - 05) & 121.6 & 127.2 & 132.8 & 140.7 & 145.7 & 155.7 & 161.3 & 166.8 \end{matrix}$

Calculate the inflation rate.

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Which of the following years is a leap year?

The correct option is A 2004We know that every year divisible by 4 is known as a leap year.Also a number is divisible by 4 if the number formed by the digits in units and tensplaces is divisible by 4.So, only 2004 is divisible by 4.Hence, this is the answer.

The correct option is A $2004$
We know that every year divisible by $4$ is known as a leap year.
Also a number is divisible by $4$ if the number formed
by the digits in $units and tens$ places
is divisible by $4$ .
So, only $2004$ is divisible by $4$ .
Hence, this is the answer.