What is one possible dividend, greater than 1,000, if the quotient is 37 R4

Dividend is the number to be divided by another number.

Assume that the dividend is n. We know that the divisor is 1000 and that the quotient is 37.
Therefore:
n/1000 = 37
n = 37*1000 37,000

Based on this, a possible dividend that gives the desired quotient when divided by 1000 is 37,000

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shubheetutor shubheetutor · Answer 2 · 2021-10-26T08:35:21+02:00

One possible dividend which is greater than 37 is 1003.

The dividend is the number that is to be divided.

The divisor is the number to be divided with.

The quotient is the result.

Mathematically,

[tex]Divident > Divisor\times Quotient + Remainder\\Divident> 37x+4\\[/tex]

For [tex]Divident> 1000[/tex] ,

[tex]Divident > 1000\\37x +4 > 1000\\x > \dfrac{996}{37}[/tex]

But,

[tex]\dfrac{996}{37} = 26.91\\q = 27[/tex]

So,

[tex]\rm Dividend = 37(27)+4\\\rm Dividend =1003[/tex]

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