Answer :
Answer:
258
Step-by-step explanation:
Please find the attached answer
Answer:
258 or option 1
Step-by-step explanation:
Step 1:The first digit of the dividend (2) is smaller than the divisor (8). So, we consider the first two digits of the dividend (20). Step 2:How many times does 8 go into 20? The answer is 2. We write the quotient (2) above the 0 in the dividend. Step 3:Multiply the divisor (8) by the quotient (2) to get 16. Write this product under the first two digits of the dividend. Step 4:Subtract 16 from 20, leaving 4. Step 5:Bring down the next digit (6) from the dividend. Step 6:Now we have 46. How many times does 8 go into 46? The answer is 5. Write the quotient (5) next to the 2 in the quotient. Step 7:Multiply the divisor (8) by the quotient (5) to get 40. Write this product under the 46.Step 8:Subtract 40 from 46, leaving 6.Step 9:Bring down the next digit (4) from the dividend. Step 10:Now we have 64. How many times does 8 go into 64? The answer is 8. Write the quotient (8) next to the 5 in the quotient. Step 11:Multiply the divisor (8) by the quotient (8) to get 64. Write this product under the 64.Step 12:Subtract 64 from 64, leaving 0. Final result:Since there are no more digits to bring down, we have reached the end of the long division. The final quotient is 258. Therefore, 2064 divided by 8 is 258
