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A man is currently 26 years older than his son. Twelve years from the current time, the man will be twice as old as his son. What is the current age of the father?

Sep 11th, 2015

Let Son age =S; Let Man age =M=S+26                         .......(1)

M+20=2(S+20)                                                                   .....(2)

Substitute value of M from equation (1) into equation(2), we hace;

S+26 +20=2S+40

2S-S=26-40+20=6

S=6

Thus Son's current age=6 years

Father's  current age=S+26=6+26=32 years

Sep 11th, 2015
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I have the right answer in my book. I just don't know how to work the problem. It clearly states in my math book that the correct answer is 40. Did you mess up somewhere?

Sep 11th, 2015

wait..

Sep 11th, 2015

NO...JUST CHECK UP QUESTION AGAIN...IS THE QUESTION SAME? ...YOU YOURSELF CHECK...I AM RIGHT IN THIS QUESTION IF THE QUESTION IS RIGHT...IF THERE IS ANY OTHER QUERY, DO GET BACK TO ME..

Sep 11th, 2015

i recheck again...

Sep 11th, 2015

Sep 11th, 2015

Let Son age =S; Let Man age =M=S+26                         .......(1)

M+12=2(S+12)                                                                   .....(2)

Substitute value of M from equation (1) into equation(2), we hace;

S+26 +12=2S+24

2S-S=26-12

S=14

Thus Son's current age=12 years

Father's  current age=14+26=40 years

Sep 11th, 2015

sorry .......mistakenly, i took 20 ,instead of 12,...now it is right...

Sep 11th, 2015

Let Son age =S; Let Man age =M=S+26                         .......(1)

M+12=2(S+12)                                                                   .....(2)

Substitute value of M from equation (1) into equation(2), we hace;

S+26 +12=2S+24

2S-S=26-12

S=14

Thus Son's current age=14 years

Father's  current age=14+26=40 years

Sep 11th, 2015
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THANK YOU!!!!

Sep 11th, 2015

Now, are you satisfied  with this solution....

Sep 11th, 2015
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Yes I am!

Sep 11th, 2015

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Sep 11th, 2015
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Sep 11th, 2015
Jun 29th, 2017
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