Question

When the Dragons have lost their most recent game, 200 fans buy tickets. For each consecutive win the

Dragons have the number of tickets fans buy increases by a factor of 1.1.

Write a function that gives the number of tickets t(w) fans buy to Dragons games after the Dragons have had

u consecutive wins.

Answer 1

Answer:

A function that gives the of tickets is given by

$t(w)=200(1.1)^u$

where u is number of consecutive wins

Step-by-step explanation:

Given that,

Initial amount of fans is =200.

For each wins, the number ticket sells is also increased by a factor of 1.1.

After $1^{st}$ win, the number of tickets fans will be 200×1.1

After $2^{nd}$ win, the number of tickets fans will be 200×1.1×1.1

                                                                              =200(1.1)²

After $3^{rd}$ win, the number of tickets fans will be 200×1.1×1.1×1.1

                                                                             =200(1.1)³

and so on.

After $u^{th}$ win, the number of tickets fans will be $200(1.1)^u$.

A function that gives the of tickets is given by

$t(w)=200(1.1)^u$

where u is number of consecutive wins

Answer 2

Answer:

200(1.1)^w

Step-by-step explanation: