A rickshaw company counted 39 ticket receipts last week. The price for a weekday ticket is $7, and the price for a weekend

ticket is $9.50. The rickshaw driver collected a total of $333 for the week.

Let represent the number of weekend tickets and y represent the number of weekday tickets. Which system of equations

represents the situation?

Hint: When coefficients contain decimals that can be easily converted to whole numbers, it's good form to convert them.

This can be done by multiplying both sides of the equation by the same number that will clear the decimal.

The question is missing the alternatives. Here is the complete question.

A ricksaw company counted 39 ticket receipts last week. The price for a weekday ticket is $7, and the price for a weekend ticket is $9.50. The ricksaw driver collected a total of $333 for the week. Let x represent the number of weekend tickets and y represent the number of weekday tickets. Which system of equations represents the situation?

a) y = x  + 39

  14y = - 19x + 666

b) y = - x + 39

   15y = - 19x + 666

c) y = - x + 39

  15y = 19x + 666

d) y = - x + 39

  14y = - 19x + 666

e) y = x + 39

  7y = - 9x + 333

d) y = - x + 39

                14y = - 19x + 666

Explanation: X represents the number of weekend tickets, then the cost of all the tickets on the weekend is: 9.5x

Y is for weekdays, so the cost for all the tickets on the weekdays is: 7y

The company counted a total of 39 tickets: x + y = 39

Isolating y:

The number of total tickets:

x + y = 39

y = - x + 39

The total cost:

7y + 9.5x = 333

7y = - 9.5x + 333

Turning the coefficients an integer:

2.7y = 2.(-9.5)x + 2.333

14y = - 19x + 666

The equations that represent the situation are:

y = - x + 39

14y = - 19x + 333

the first historical instance of china engaging in internationalism was during the han dynasty.[1] at the start of the han dynasty, the huns in the north were attacking the frontiers of han and trying to obtain riches. emperor wu of han wanted to gain an alliance with a country called dayuezhi so the two countries could join together and fight against the huns.[2] to obtain this alliance, emperor wu sent zhang qian to the west to establish economic and cultural connections.[2] history records that during the han dynasty there were four primary avenues of contact between china and europe. they included the northern land route, the central land route, the southern sea route, and the far southern sea route.[1] the most famous of these routes is the central land route, or the classical silk road, comprising a network of roads stretching from northwest china to the ports of syria and the black sea, which passed through the oasis of the turkestans and northern persia.[1] the silk road was significant for chinese emperors because it provided dominance over central asia by developing resources and provided new markets for the export of china's most valuable resources.[1]