Use the model to help find the quotient of 810 ÷ 25?
Sure! To find the quotient of 810 ÷ 25, you can use long division. Here's how:
Step 1: Write down the division problem: 810 ÷ 25.
Step 2: Start by dividing the first digit of the dividend (8) by the divisor (2). The result is 4, which will be the first digit of the quotient.
Step 3: Multiply the original divisor (25) by the first digit of the quotient (4), which gives us 100. Write this beneath the dividend.
Step 4: Subtract 100 from the first three digits of the dividend (810 - 100 = 710). Bring down the next digit (0) to the right of the remainder.
Step 5: Repeat the process. Divide the new three-digit number (710) by the divisor (25). The result is 28, which will be the second digit of the quotient.
Step 6: Multiply the original divisor (25) by the second digit of the quotient (28), which gives us 700. Write this beneath the remainder.
Step 7: Subtract 700 from the new three-digit number (710 - 700 = 10). Bring down the next digit (0) to the right of the remainder.
Step 8: Repeat the process. Divide the new two-digit number (100) by the divisor (25). The result is 4, which will be the third digit of the quotient.
Step 9: Multiply the original divisor (25) by the third digit of the quotient (4), which gives us 100. Write this beneath the remainder.
Step 10: Subtract 100 from the new two-digit number (100 - 100 = 0). At this point, there are no more digits to bring down.
Step 11: The quotient is the combination of the three digits we obtained during the process. In this case, the quotient is 44.