Elisa and Katy are both traveling to Europe. Elisa paid $820 for her plane ticket and $110.50 per night for her hotel. Katy paid $1,205 for her plane ticket and $75.50 per night for her hotel.

They each spent the same number of nights in their hotels. The two women each spent the same total amount for airfare and lodging during their trips.

Set up a system of equations to model the amount of money Elisa and Katy spend on airfare and lodging during their trips. Let x represent the number of nights spent in a hotel, let E represent the total amount Elisa spends, and let K represent the total amount Katy spends.

What is the solution to the system of equations found in Part A? Give your answer as an ordered pair.

30 points! i am confused. what does it mean by game time? you can use a table of random numbers or a random number generator to create random samples. also, you can obtain random samples directly using wolframalpha.com. for example, typing in randomsample[{1,2,3,4,5},2] will give you a sample of size 2 from the list {1,2,3,4,5}. a sample result is {1,5}. refreshing the page will generate a new random sample of size 2. 2. create five random samples of size two from the population. record the game times for the samples and calculate the mean game time of each sample. 3. create 5 random samples of size 11 from the population. record the game times for the samples and calculate the mean game time of each sample.

Match each equation with the operation you can use to solve for the variable. 1 subtract 10 2 divide by 10 3add 18 4add 10 5 subtact 18 6multiply by 5. 7multiply by 10. a 5 = 10p b p + 10 = 18 c p + 18 = 5 d 5p = 10

How many ordered pairs of positive integers satisfy xy=32?