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Find the value of (A+B)

(4 votes, average: 3.00 out of 5)

January 2, 2015 by Gurram Mahendra Ranganath 3 Comments

A*(4+(B/100))=108.81
find the value of (A+B) by solving the above equation

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A*(4+(B/100)) = 108.81

4A + AB / 100 = 10881/100

4A + (AB/100) = 108 + (81/100)

So,

4A = 108 and AB/100 = 81/100 => AB = 81

Hence

A=108/4=27 and by solving AB 81, B = 3
Thus A+B = 30

This solution is courtesy Shashikant Soni

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Comments

  1. Abhi says

    March 3, 2015 at 3:50 am

    Step1: A(400+B)=10881

    Step2: 10881= 9*3*403 (Find factors for 10881, Divide by 9, and then divide by 3)

    Step3: A(400+B) = 9*3*403

    Step4: A(400+B) = 27*403

    Step5: A(400+B) = 27(400+3)

    So A=27 and B=3.

    Reply
  2. Guest says

    January 2, 2015 at 3:37 pm

    57 is the correct answer, where value of A is 27 and B is 30.

    Reply
  3. Harikrishna Shenoy says

    January 2, 2015 at 12:55 pm

    818 if both a and b are integers

    Reply

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