Question

Hotel cost 60 per night flight cost 150 has a budget of 500 how many nights can she afford

Answer 1

5 nights or less

Explanation:

You can do this by writing an inequality and solving it.

Let n = number of nights.

1 hotel night costs $60. n number of hotel nights cost 60n.

The flight costs $150.

The total cost is the price of the hotel plus the price of the flight.

60n + 150

The total price must be less than or equal to $500.

`60n + 150 \le 500`

Now we solve the inequality.

Subtract 150 from both sides.

`60n \le 350`

Divide both sides by 60.

`n \le (350)/(60)`

350 divided by 60 is 5.8333...

`n \le 5.8`

The number of night is less than or equal to 5.8, and it must be a whole number, so the most number of nights she can afford is 5.

Answer 2

3 nights

Explanation:

because 1 flight there and one flight back =300 then add 3 nights =480