Question
What is one possible dividend greater than 1000 if the quotient is 37 r4.
ErickN5291
ErickN5291
Answers
GPT 3.5
To find the dividend, we need to multiply the quotient (37) by the divisor and then add the remainder (4).
Dividend = (Quotient * Divisor) + Remainder
Let's assume the divisor is 25.
Dividend = (37 * 25) + 4
Dividend = 925 + 4
Dividend = 929
Therefore, one possible dividend greater than 1000 when the quotient is 37 with a remainder of 4 is 929.
Dividend = (Quotient * Divisor) + Remainder
Let's assume the divisor is 25.
Dividend = (37 * 25) + 4
Dividend = 925 + 4
Dividend = 929
Therefore, one possible dividend greater than 1000 when the quotient is 37 with a remainder of 4 is 929.