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Divide.

3.045÷0.35=

Divide.\newline3.045÷0.35=3.045 \div 0.35=

Full solution

Q. Divide.\newline3.045÷0.35=3.045 \div 0.35=
  1. Convert Divisor to Whole Number: Align the decimal points for division by converting the divisor to a whole number. To do this, we need to move the decimal point in the divisor (0.350.35) two places to the right, which will make it 3535. To keep the division equivalent, we must also move the decimal point in the dividend (3.0453.045) two places to the right, which will make it 304.5304.5.
  2. Divide 304304.55 by 3535: Now, divide 304.5304.5 by 3535. To do this, we can set up long division or use a calculator. If we set up long division, we would find how many times 3535 can go into 304.5304.5.
  3. Find Remainder: Perform the division. 3535 goes into 304.5304.5 approximately 88 times (since 35×8=28035 \times 8 = 280), with a remainder. We place the 88 in the quotient above the division bar.
  4. Continue Division: Subtract 280280 from 304.5304.5 to find the remainder. 304.5280=24.5304.5 - 280 = 24.5. Write the remainder below 280280.
  5. Divide 245245 by 3535: Bring down the next digit (which, in this case, is a 55 after the decimal point in 304.5304.5) to continue the division. Now we have 245245.
  6. Complete Division: Divide 245245 by 3535. 3535 goes into 245245 exactly 77 times (since 35×7=24535 \times 7 = 245). Write the 77 next to the 88 in the quotient, making the quotient 8787.
  7. Complete Division: Divide 245245 by 3535. 3535 goes into 245245 exactly 77 times (since 35×7=24535 \times 7 = 245). Write the 77 next to the 88 in the quotient, making the quotient 8787. Since there is no remainder after this step, we have completed the division. The quotient is 8787.