In a charity show, $$ 6496$ was collected by selling some tickets. If the price of each ticket was $$ \frac{203}{4}$ . How many tickets were sold?

138

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150

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120

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128

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Solution

The correct option is D $128$
Number of tickets sold = (Total amount collected by selling tickets) $\div$ (Price of one ticket)

$= (6496) \div (\frac{203}{4})$

$= 6496 \times \frac{4}{203}$

$= \frac{(6496 \times 4)}{203}$

$= \frac{25984}{203} = 128$

Hence, the number of tickets sold $= 128.$

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In a charity show, $6496 was collected by selling some tickets. If the price of each ticket was $2034. How many tickets were sold?

The correct option is D 128Number of tickets sold = (Total amount collected by selling tickets) ÷ (Price of one ticket) =(6496)÷(2034) =6496×4203 =(6496×4)203 =25984203=128 Hence, the number of tickets sold =128.

In a charity show, $$ 6496$ was collected by selling some tickets. If the price of each ticket was $$ \frac{203}{4}$ . How many tickets were sold?

The correct option is D $128$
Number of tickets sold = (Total amount collected by selling tickets) $\div$ (Price of one ticket)

$= (6496) \div (\frac{203}{4})$

$= 6496 \times \frac{4}{203}$

$= \frac{(6496 \times 4)}{203}$

$= \frac{25984}{203} = 128$

Hence, the number of tickets sold $= 128.$