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Find the remainder. 806873 ÷ 637
  • a)
    431
  • b)
    29
  • c)
    19
  • d)
    49
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Find the remainder. 806873 ÷ 637a)431b)29c)19d)49Correct answer...
So, correct answer is option (a).
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Most Upvoted Answer
Find the remainder. 806873 ÷ 637a)431b)29c)19d)49Correct answer...
Dividing 806873 by 637:
To find the remainder when dividing 806873 by 637, we need to perform the division.

Dividing:
806873 ÷ 637 = 1268 with a remainder of 431
Thus, the remainder when dividing 806873 by 637 is 431.
Therefore, the correct answer is option A.
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Community Answer
Find the remainder. 806873 ÷ 637a)431b)29c)19d)49Correct answer...
Answer:-->-->
The remainder is 431-->, which corresponds to option (a).
  1. Divide to Find the Quotient
    Quotient=⌊806,873637⌋=1266Quotient=⌊637806,873⌋=1266
    Dividing 806,873 by 637 gives a quotient of 1266.
  2. Multiply Quotient by Divisor
    1266×637=806,4421266×637=806,442
    Multiplying the quotient (1266) by the divisor (637) yields 806,442.
  3. Subtract to Get the Remainder
    806,873−806,442=431806,873−806,442=431
    Subtract the product from the original number to get the remainder: 431.
 
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