Vessel G has thrice the capacity as vessel H. It takes 120 turns for vessel G to fill the empty barrel. How many turns it will take for both the vessels G and H together to fill the empty barrel?

110

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120

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Solution

The correct option is E
90

$Bucket G has thrice the capacity as bucket H . H = 3 G G t a k e s 120 t u r n s H t a k e s = 360 t u r n s \begin{matrix} G a n d H t a k e s = \frac{360 \times 120}{120 + 360} = 90 t u r n s . \end{matrix}$

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Vessel G has thrice the capacity as vessel H. It takes 120 turns for vessel G to fill the empty barrel. How many turns it will take for both the vessels G and H together to fill the empty barrel?

The correct option is E 90 Bucket G has thrice the capacity as bucket H.H=3GG takes 120 turnsH takes=360 turnsG and H takes=360×120120+360 =90 turns.

The correct option is E
90

$Bucket G has thrice the capacity as bucket H . H = 3 G G t a k e s 120 t u r n s H t a k e s = 360 t u r n s \begin{matrix} G a n d H t a k e s = \frac{360 \times 120}{120 + 360} = 90 t u r n s . \end{matrix}$