please tell me correct answer of this question and explain in detail I want the full solution of this question
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Answered by
2
Hey!
________________
Divisor = 999
Quotient = 366
Remainder = 103
Dividend = ?
We know, Euclid division lemma,
a = bq+r
Where,
a= dividend
b= divisor
q = quotient
r = remainder,
Now keeping the values,
a = 999 × 366 + 103
a = 365737
Thus the number is 365737.
__________
Hope it helps...!!!
________________
Divisor = 999
Quotient = 366
Remainder = 103
Dividend = ?
We know, Euclid division lemma,
a = bq+r
Where,
a= dividend
b= divisor
q = quotient
r = remainder,
Now keeping the values,
a = 999 × 366 + 103
a = 365737
Thus the number is 365737.
__________
Hope it helps...!!!
Answered by
0
Hey here is your answer,
The number is number is 365737.
This number quotient is 366 and leaves remainder 103.
I done by actual divison.
But we know that
Dividend= Divisor×quotient+remainder.
So, 365737=999×366+103.
I hope it help you.
If my answer is correct then please mark me as the brainliest.
The number is number is 365737.
This number quotient is 366 and leaves remainder 103.
I done by actual divison.
But we know that
Dividend= Divisor×quotient+remainder.
So, 365737=999×366+103.
I hope it help you.
If my answer is correct then please mark me as the brainliest.
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