Write the smallest number of 7 digits by using the digits 2, 0, 3, 1 and 5. Divide this number by 819 and find the
quotient.
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Answers
Answered by
14
Smallest possible number=1000235
ATQ-Divide by 819
:.eqⁿ=1000235/819
=1221.28816
(ÆÑẞWĒR)
#Mãrk åß thē Brāìñlïêßt
Rëgàrdß
Tèám Kâñçhä
ATQ-Divide by 819
:.eqⁿ=1000235/819
=1221.28816
(ÆÑẞWĒR)
#Mãrk åß thē Brāìñlïêßt
Rëgàrdß
Tèám Kâñçhä
Answered by
0
Concept:
The division is the mathematical operation that reduces the term, i.e. separating terms into different parts.
Given:
Digits 2, 0, 3, 1 and 5.
And,
Divide by 819.
Find:
We are asked to find the quotient after dividing the smallest possible number of the given digits by 819.
Solution:
We have,
Digits 2, 0, 3, 1 and 5.
Now,
Make the smallest number of the given numbers.
We get,
The smallest possible number = 10235
Now,
According to the question,
We have to Divide the smallest possible number by 819,
i.e
= 10235 / 819
We get,
= 12(407/819) or 12.49
So,
The Quotient is 12(407/819) or 12.49.
Hence, the Quotient is 12(407/819) or 12.49.
#SPJ2
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