Mrs Jain is 27 years older than her daughter Nitu. She will be twice as old as Nitu. Find the present age?

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Vinay Singh

English Language Trainer, Certified by London College of Teachers and Trainers

Your question is wrong.You are supposed to mention when Mrs. Jain will be twice older than her daughter.
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Jessica, your question is incomplete. Kindly check out your source. Thanks
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Let the present age of Nitu be x then present age of Mrs Jain is x+27 now since Mrs jain is twice as old as Nitu so x+27=2x x=27 So present age of Nitu=27 Mrs. Jain=54
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10th maths splst, Du student, 3times airforce exam cleared,3time navy exam cleared, IIT JAM ranked

At what time will she be twice as her daughter? According to present situation, Mrs. Jain is 54 years old.
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I have 3 years of tutoring experience so let's come to me and be a smart learner.

Let Mrs jain age is X then equation is X + 27 = 2X 2X - X = 27 X = 27 years is the final answer
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According to question, Mrs jain = nitu + 27....(1) Mrs jain = 2*nitu.....(2) From eq(1) 2*nitu = nitu +27 nitu = 27 Mrs jain = 27+27 =54
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Let Nitu's present age be x years. .°. Mrs. Jain's present age = (x + 27) years .°. According to the question, x + 27 = 2x 27 = 2x - x .°. x = 27 years .°. Nitu's present age = x = 27 years .°. Mrs.Jain's present age = x + 27 ...
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Let Nitu's present age be x years. .°. Mrs. Jain's present age = (x + 27) years .°. According to the question, x + 27 = 2x 27 = 2x - x .°. x = 27 years .°. Nitu's present age = x = 27 years .°. Mrs.Jain's present age = x + 27 = 27 + 27 = 54 years read less
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Mrs. Jain is 54 years and Nitu's age is 27.
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One of the best Mathematics Teacher. Pay attention to Students.

This question is incomplete. Where it is mentioned, "she will be twice as old as Nitu". Here time should be mentioned that after this much year she will be twice older.Please correct the question. We will be happy to resolve the fixed question.
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54 years
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