Dylan is organizing a curling tournament. The sports complex charges Rs. 115/ h for the ice rental. Dylan has booked it for 6h. He will charge each of the 14 teams in the tournament an entrance fee. How much should he charge from each team in order to make a profit?

x < Rs. 23

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x > Rs. 43

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x ≥ Rs. 50

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x < Rs. 120

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Solution

The correct option is C
x ≥ Rs. 50

Let the charge be x

So, as per question

$115 \times 6 < 14 x$

$14 x > 690$

$x > \frac{345}{7}$

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Dylan is organizing a curling tournament. The sports complex charges Rs. 115/ h for the ice rental. Dylan has booked it for 6h. He will charge each of the 14 teams in the tournament an entrance fee. How much should he charge from each team in order to make a profit?

The correct option is C x ≥ Rs. 50 Let the charge be x So, as per question 115×6<14x 14x>690 x>3457

The correct option is C
x ≥ Rs. 50

Let the charge be x

So, as per question

$115 \times 6 < 14 x$

$14 x > 690$

$x > \frac{345}{7}$