10. go to the london transit website (https://www.londontransit.ca/), and look up the different options for…

10. go to the london transit website (https://www.londontransit.ca/), and look up the different options for bus fares for josephine, a 16 - year - old student/youth, and fill out the chart below.\n\n| option | price |\n|--|--|\n| cash fare | |\n| bus tickets | |\n| bus pass | |\n\n11. how many times would josephine need to take the bus paying cash for her fare to make it worth getting a bus pass? (show all math calculations)\n\n12. assuming that josephine works 4 shifts a week and needs to take the bus to and from work, should she pay cash, buy bus tickets or buy a bus pass? explain your choice.\n\n13. josephine completed her shift and went to the corner store to buy something to drink. she wanted to purchase a gingerale. there were 2 prices listed: $2.69 for 1l or $0.99 for 355 ml. she wanted to purchase the one that was the better buy. which one is the better buy? show your calculations and explain as necessary.\n1l 355 ml

10. go to the london transit website (https://www.londontransit.ca/), and look up the different options for bus fares for josephine, a 16 - year - old student/youth, and fill out the chart below.\n\n| option | price |\n|--|--|\n| cash fare | |\n| bus tickets | |\n| bus pass | |\n\n11. how many times would josephine need to take the bus paying cash for her fare to make it worth getting a bus pass? (show all math calculations)\n\n12. assuming that josephine works 4 shifts a week and needs to take the bus to and from work, should she pay cash, buy bus tickets or buy a bus pass? explain your choice.\n\n13. josephine completed her shift and went to the corner store to buy something to drink. she wanted to purchase a gingerale. there were 2 prices listed: $2.69 for 1l or $0.99 for 355 ml. she wanted to purchase the one that was the better buy. which one is the better buy? show your calculations and explain as necessary.\n1l 355 ml

Answer

Explanation:

Step1: Find unit - price of 355 mL option

Convert 355 mL to liters. Since 1 L = 1000 mL, 355 mL=$\frac{355}{1000}$ = 0.355 L. The price of 355 mL is $0.99. The unit - price $u_1$ of the 355 mL option is $u_1=\frac{0.99}{0.355}\approx2.79$ dollars per liter.

Step2: Compare unit - prices

The price of the 1 L option is $2.69 per liter. Since $2.69<2.79$, the 1 L option is the better buy.

Answer:

The 1 L option is the better buy.