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Kenny is three times older than Bob. In P years he will be twice older

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Kenny is three times older than Bob. In P years he will be twice older  [#permalink]

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New post 29 Oct 2018, 01:32
00:00
A
B
C
D
E

Difficulty:

  45% (medium)

Question Stats:

63% (02:02) correct 38% (01:45) wrong based on 48 sessions

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Kenny is three times older than Bob. In P years he will be twice older than Bob will be Q years later. Which of the following represents Kenny's age comparing to Bob's? (If X = Kenny's age)


A. X + P = 6X (P+Q).

B. 2(X+P) = 3X + Q.

C. (X+P)/2 = X/3 + P + Q.

D. 3(X+P+Q) = 2X.

E. 3X = 2(P + Q).

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Re: Kenny is three times older than Bob. In P years he will be twice older  [#permalink]

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New post 29 Oct 2018, 03:17
Bunuel wrote:
Kenny is three times older than Bob. In P years he will be twice older than Bob will be Q years later. Which of the following represents Kenny's age comparing to Bob's? (If X = Kenny's age)


A. X + P = 6X (P+Q).

B. 2(X+P) = 3X + Q.

C. (X+P)/2 = X/3 + P + Q.

D. 3(X+P+Q) = 2X.

E. 3X = 2(P + Q).


Kenny's present age = X
Bob's present age = B

Kenny is three times older than Bob, i.e. X = 3B
i.e. B = X/3

P years later, Kenny's age = X+P
Q years later, Bob's Age = B+Q

X+P = 2*(B+Q)
i.e. X+P = 2*(X/3) + 2Q

i.e. (X+P)/2 = X + Q

i.e. X/3 = 2Q-P

C option looks the closest but not the correct one as per option.

Is there any mistake in Options???
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Re: Kenny is three times older than Bob. In P years he will be twice older  [#permalink]

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New post 29 Oct 2018, 05:24
What am I doing wrong?

Ken's age: X
Bob's: X/3

In P years, Ken's age: X+P
In Q Years, Bob's age: X/3 + Q

Equation,
(X+P) = 2 (X/3 + Q)
X+P = 2( x+3Q / 3)
3 (X+P) = 2x + 6Q
3(X+P-2Q) = 2x

I can't get this to match anything...
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Re: Kenny is three times older than Bob. In P years he will be twice older  [#permalink]

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New post 14 Nov 2018, 01:00
I think it's:

X=3B
X+P=2(B+P+Q)

This one lead to C
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Re: Kenny is three times older than Bob. In P years he will be twice older &nbs [#permalink] 14 Nov 2018, 01:00
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Kenny is three times older than Bob. In P years he will be twice older

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