Bytelearn - cat image with glassesAI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Divide.

2.079÷2.7=

Divide.\newline2.079÷2.7=2.079\div2.7=

Full solution

Q. Divide.\newline2.079÷2.7=2.079\div2.7=
  1. Set up division problem: Set up the division problem in long division format. Place 2.0792.079 inside the division bracket and 2.72.7 outside as the divisor.
  2. Add zero to dividend: Since 2.72.7 is greater than 2.0792.079, we know that the quotient will be less than 11. We can add a zero to 2.0792.079, making it 20.7920.79, to make it larger than the divisor.
  3. Estimate division: Determine how many times 2.72.7 goes into 20.7920.79. We can estimate that 2.72.7 goes into 20.7920.79 about 77 times because 2.72.7 times 77 is 18.918.9, which is close to 20.7920.79 without going over.
  4. Multiply and subtract: Multiply 2.72.7 by 77 to subtract from 20.7920.79. 2.7×7=18.92.7 \times 7 = 18.9.
  5. Find remainder: Subtract 18.918.9 from 20.7920.79 to find the remainder. 20.7918.9=1.8920.79 - 18.9 = 1.89.
  6. Bring down next digit: Bring down the next digit (which is a zero since we are now working with decimals), making the new number 18.9018.90.
  7. Determine division again: Determine how many times 2.72.7 goes into 18.9018.90. We can see that it goes in 77 times again because 2.7×72.7 \times 7 is 18.918.9.
  8. Multiply and subtract: Multiply 2.72.7 by 77 and subtract from 18.9018.90. 2.7×7=18.92.7 \times 7 = 18.9.
  9. Find new remainder: Subtract 18.918.9 from 18.9018.90 to find the new remainder. 18.9018.9=018.90 - 18.9 = 0.
  10. Final quotient: Since the remainder is 00, we have found the quotient. The quotient is 0.770.77.