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Divide.

2.332÷2.2=

Divide.\newline2.332÷2.2=2.332\div2.2=

Full solution

Q. Divide.\newline2.332÷2.2=2.332\div2.2=
  1. Set up division problem: Set up the division problem in long division format. We are dividing 2.3322.332 by 2.22.2. Align the decimal points and add a zero to the dividend if necessary for easier division.
  2. Adjust decimal points: Since we are dividing by a number with a decimal, we need to make the divisor a whole number. To do this, we move the decimal point one place to the right in the divisor (2.22.2 becomes 2222). We must do the same to the dividend, moving the decimal point one place to the right (2.3322.332 becomes 23.3223.32).
  3. Divide first quotient: Now we divide 2222 into 23.3223.32. 2222 goes into 2323 once. We write 11 above the line, and then we multiply 11 by 2222 and write the result (2222) below the 2323.
  4. Subtract and bring down: Subtract 2222 from 2323 to find the remainder. 232223 - 22 equals 11. Bring down the next digit (33) to make the new number 1313.
  5. Continue division: Now we divide 2222 into 132132. 2222 goes into 132132 six times. We write 66 above the line, and then we multiply 66 by 2222 and write the result (132132) below the 132132.
  6. Subtract and bring down: Subtract 132132 from 132132 to find the remainder. 132132132 - 132 equals 00. Bring down the next digit (22) to make the new number 22.
  7. Division with remainder: Now we divide 2222 into 2020. Since 2222 does not go into 2020, we write 00 above the line. We can add a zero to the dividend (making it 20.020.0) and bring it down to continue the division.
  8. Continue division: Now we divide 2222 into 200200. 2222 goes into 200200 nine times. We write 99 above the line, and then we multiply 99 by 2222 and write the result (198198) below the 200200.
  9. Final subtraction: Subtract 198198 from 200200 to find the remainder. 200198200 - 198 equals 22. Since the remainder is less than the divisor and we have no more digits to bring down, we can stop the division here.