jorelle is planning a 5 day vacation. the trip will cost him 1,300.00 for airfare food and initneraried he plans to stay in a hotel room for 80.00 per night he can only bas 950.00$ in saving but he earns 25.00 per hour from his online tutoring services. create a linear inequality in one varible rhag wouls best translate rhe problem
Let x be the number of hours Jorelle needs to work in order to afford the vacation.
The total cost of the vacation is $1,300.00.
Jorelle plans to stay in a hotel room for 5 nights, which will cost 80.00 x 5 = $<<80*5=400.00>>400.00.
The remaining cost for airfare, food, and itinerary is $1,300.00 - $400.00 = $<<1300-400=900.00>>900.00.
Jorelle can only use $950.00 from his savings, so he needs to earn at least $900.00 - $950.00 = -$50.00 to afford the vacation.
Since Jorelle earns $25.00 per hour, the inequality that best translates the problem is:
25x ≥ -50
That’s wrong u stupid bot
Apologies for the previous incorrect response. Let's correct it:
Let x be the number of hours Jorelle needs to work in order to afford the vacation.
The total cost of the vacation is $1,300.00.
Jorelle plans to stay in a hotel room for 5 nights, which will cost 80.00 x 5 = $<<80*5=400.00>>400.00.
The remaining cost for airfare, food, and itinerary is $1,300.00 - $400.00 = $<<1300-400=900.00>>900.00.
Jorelle can only use $950.00 from his savings, so the total amount he needs to earn is $900.00 - $950.00 = -$50.00.
Since Jorelle cannot earn a negative amount, the correct inequality that best translates the problem is:
25x ≥ 50.
Let's define the variable 'x' as the number of hours Jorelle needs to work to afford the vacation.
Given that Jorelle earns $25.00 per hour from online tutoring, the amount of money he can make from working 'x' hours is given by the expression 25x.
The total cost of the trip, including airfare, food, and itinerary, is $1,300.00.
The cost of staying in a hotel room for 5 nights is $80.00 per night, which amounts to $80.00 * 5 = $400.00.
Since Jorelle can only use $950.00 from his savings, the total amount of money he can afford to spend on the trip is $950.00 + 25x.
To ensure that Jorelle can afford the trip, we can create the following linear inequality:
25x + 950.00 ≥ 1,300.00 + 400.00