Questions: What is the quotient of the following division problem? 16023 ÷ 25=? A. 639 r24 B. 642 r 23 C. 640 r 24 D. 640 r 23

What is the quotient of the following division problem?
16023 ÷ 25=?
A. 639 r24
B. 642 r 23
C. 640 r 24
D. 640 r 23
Transcript text: Apex Learning - Courses apexlearning.com publiciactivity/4016003/assessment m 1 4.16.3 Qulz: Long Division with Two-Digit Divisors Question 5 of 10 What is the quotient of the following division problem? \[ 16023 \div 25=? \] A. 639 r24 B. 642 r 23 C. 640 r 24 D. 640 r 23 SUBi PREVIOUS
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Solution

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Solution Steps

To solve the division problem \(16023 \div 25\), we need to perform integer division to find the quotient and the remainder. The quotient is the integer part of the division, and the remainder is what is left after the division.

Step 1: Perform the Division

To find the quotient and remainder of the division \(16023 \div 25\), we calculate:

\[ \text{Quotient} = \left\lfloor \frac{16023}{25} \right\rfloor \]

Step 2: Calculate the Remainder

Next, we find the remainder using the formula:

\[ \text{Remainder} = 16023 - (25 \times \text{Quotient}) \]

Step 3: Substitute Values

From the calculations, we find:

\[ \text{Quotient} = 640 \] \[ \text{Remainder} = 23 \]

Final Answer

Thus, the result of the division \(16023 \div 25\) can be expressed as:

\[ \boxed{640 \, r \, 23} \]

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