To create the division problem \(950 ÷ 95 = 10\), I followed these steps:
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Identify Dividend and Divisor: In this division problem, the dividend is 950, and the divisor is 95. The goal is to show that when you divide 950 by 95, the result (quotient) is 10.
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Check the Relationship: To ensure that this division is correct, I calculated the product of the divisor and the quotient: \[ 95 \times 10 = 950. \] This confirms that dividing 950 by 95 indeed gives a quotient of 10.
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Understanding Division: Division is the process of determining how many times the divisor fits into the dividend. In this case, since 95 fits into 950 exactly 10 times, the division results in a whole number (10), which meets conditions for a straightforward division problem.
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Final Statement: Thus, I can confidently state that dividing 950 by 95 yields a quotient of 10, and this computation aligns perfectly with the principles of division.
Overall, I ensured that both the numbers chosen (950 and 95) and the resulting quotient (10) fit the criteria for a valid division problem in a clear and logical manner.