Question

Number of odd factors of 484 is
please help me I will be thankful​

Answer 1

11 is the only odd factor of 484..

Answer 2

Answer:

Step-by-step explanation:

• The numbers that, when multiplied in pairs, result in the number $484$are known as its factors.

• A factor is a number that can be split in half evenly by $484$, as was just stated.
• Therefore, the method for identifying and listing all of the factors of $484$ is to count every number from $1$ to $484$ and determine which numbers have an even quotient (which means no decimal place).
• On dividing $484$ by any of these values produce a whole number.

Hence, factors of $484$ are  $1, 2, 4, 11, 22, 44, 121, 242$  and $484$.

Odd factor includes factor $1$ and exclude any powers of $2$ .

Total Number of ODD Factors of $484$

          $O_F=a^{a} \times \beta^{b} \times y^{c} \times \delta^{d} \times \ldots$  

                           is

         $(b+1)(c+1)(d+1) \ldots$    

if $a=2$  ($N$ is an EVEN number)

Hence odd factor of $484$ =  $1$ and $11$

Number of ODD factors of $484$ = $2$

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