Question

without performing actual computation find the quotient when 95-59 is divided by 9.​

Answer 1

When 95-59 is divided by 9, it gives 4 as quotient.

Step-by-step explanation:

• The given numbers such as 95 and 59 are formed by two digits '9' and '5'. As per the rule we know that $\frac{ab-ba}{9} = (a-b)$.
• Let us consider a =9 and b = 5. When it is substituted in the above mentioned rule it gives as follows:

$\frac{ab-ba}{9} = (a-b)$

$\frac{95-59}{9} = (9-5)$

$\frac{95-59}{9} = (9-5) = 4$

• Thus form the above calculation it is inferred that, when 95-59 is divided by 9, it gives 4 as quotient.

Learn more about such concept

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Type I.

1. Without performing actual addition find the quotient when the sum of 78 and 87 is divided by 0

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Answer 2

Answer:

When 95-59 is divided by 9, it gives 4 as quotient.

Step-by-step explanation:

The given numbers such as 95 and 59 are formed by two digits '9' and '5'. As per the rule we know that \frac{ab-ba}{9} = (a-b)

9

ab−ba

=(a−b) .

Let us consider a =9 and b = 5. When it is substituted in the above mentioned rule it gives as follows:

\frac{ab-ba}{9} = (a-b)

9

ab−ba

=(a−b)

\frac{95-59}{9} = (9-5)

9

95−59

=(9−5)

\frac{95-59}{9} = (9-5) = 4

9

95−59

=(9−5)=4

Thus form the above calculation it is inferred that, when 95-59 is divided by 9, it gives 4 as quotient.