Question

(-16) ÷ (+4) = _____________

Answer 1

Answer:

=> -4

Step-by-step explanation:

Given that:-

$(-16) \div (+4)$

To Find:- The value of the expression,

By using the method of BODMAS,

BODMAS:-

      B= bracket

      O= order

      D= division

      M= multiplication

      A= addition

      S= subtraction

As we have,

=> $(-16) \div (+4)$

The ( $\div$ ) sign indicates that we have to perform division,

So we get,

=> -4

Hence, the required value for $(-16) \div (+4)$ is $-4$.

Answer 2

To find : value of $(-16 ) \div (+4 )$

Solution :  

• As per question we have to find value of $(-16 ) \div (+4 )$  
• If one negative and one positive integers are divided then the quotient obtained is negative integer. i.e. $(-) \div(+)=-$
• Division is arithmetic operation in which process of repetitive subtraction takes place.
• In other words division is splitting of large group into equal smaller groups

• We write $(-16 ) \div (+4 )$ as  $\frac{-16}{4}$

• As we know , factors of $16 = 4\times4$ .

• Substituting the factors of $16$  then cancelling out $4$ from numerator and denominator we get ,  

• $\frac{-16}{4}$  $= \frac{-(4\times 4)}{4}$

               $= -4$  

Hence , value of $(-16 ) \div (+4 )$ is $-4$ .