Question:

Need help with division question! :)?

by  |  earlier

0 LIKES UnLike

Hi there. It's been such a long time since I have done this and I need a refresher!! Here is the question and answer. 60/133..If you plug this problem into a calculator, you'll get 2.21667.

Now with long division the answer is: 2 Remainder 13. But how do I divide correctly without a calculator in order to get the answer..2.21667 .....Thanks in advance!!!

 Tags:

   Report

4 ANSWERS


  1. You must mean 133/60:

    133/60 = (120 + 13) / 60 = (120/60) + (13/60) = 2 + (13/60)


  2. 133/60=

    60 into 133=   2 times

                        2*60=120

    -------------------------------

                          130

    60 into 130    2 times

                        2*60=120

    60 into  100    1 time

                         1*60= 60

    60  into 400    6 times  and will repeat after that

    leaving you with 2.2166....7

  3. remember that 133 is just like 133.00000. in long division just keep bringing down those extra zeroes until you no longer need to (or until you get tired).

    ---------______

    so 60 |133.

    60 goes into 133 twice.

    subtract 120 and get 13 left.

    bring down a 0 making that 130

    60 goes into 130 twice

    subtract 120 and get 10 left

    bring down a 0 making that 100

    60 goes into 100 once

    subtract 60 and get 40

    bring down a 0 making it 400

    60 goes into 400 6 times

    subtract 360 and get 40

    as you can see, 6 will be repeated because you will constantly be left with 40 which turns into 400.

  4. You got it backwards. It's 133/60 = 2.21667.

    Long division to find quotient and remainder:

    133/60 = 2 remainder 13

    60 * 2 = 120

    133 - 120 = 13 = remainder

    Then 13/60 = 0.21667

    Then add 2 + 0.21667 = 2.21667

    In order to do the long division of 13/60, here's how:

    60|13

    6|1.3 = 0.2 R 0.1 so far...

    6|1 = 0.21 R 0.4 so far...

    6|4 = 0.216 R 0.4 so far...

    continue adding zeros to the right and dividing until you reach the desired number of digits.

Question Stats

Latest activity: earlier.
This question has 4 answers.

BECOME A GUIDE

Share your knowledge and help people by answering questions.