Question

tickets were sold at four different gates. Gate D sold 24%. Gate A sold 36%. Gate C sold 14%. Gate B sold 26%. If 39 tickets were sold at Gate B, what was the total number of tickets sold?

Answer 1

Answer:

150 tickets

Step-by-step explanation:

Given: Tickets sold at four different gates

           Gate B sold 26 % tickets

           Tickets sold at Gate B = 39

Let take x as total number of tickets sold at all four gates.

Now, using the value of gate B to find total number of tickets

∴ $26\% \times total\ ticket\ sold = 39$

⇒ $\frac{26}{100} \times x = 39$

Next, cross multiply both side

⇒ $x= \frac{39\times 100}{26} = 150\ tickets$

∴ Total tickets sold at all the four gates is 150