Quiz #15 - Linear Relations Day 3

You are saving money to buy Air Pod Pro's. You currently have $75 in your savings account and you are able to save $5 a week. Which equation best represents this situation?

• S = 5w + 75

• S = 5 + 75w

• S = 5 + 75

• S = 5w

Brad is buying Mooseheads tickets for his family. The tickets are $15 each, and the box office charges a $2 delivery fee. Which equation best describes the situation?

• C = 15t + 2

• C = 15 + 2t

• C = 15 + 2

• C = 15t

Cineplex is selling pre-ordered tickets for the new Star Wars movie. Tickets are $10 each, and they charge $1 for a processing fee. Which equation best describes the situation?

• C = 10t + 1

• C = 10 + 1t

• C = 10 + 1

• C = 10t

Oaklawn zoo is trying to decrease their coyote population. The population is currently 350, and they are able to capture and remove 2 coyotes every day. Which equation best describes this situation?

• P = 350 - 2d

• P = 350 d - 2

• P = 350 - 2

• P = 350d

Today's forecast says it will be 15 degree, and it is suppose to get 1 degree cooler every day. Which equation best describes the situation?

• T = 15 - 1d

• T = 15d -1

• T = -1d

• T = 15d

This graph represent that equation P = 10d + 5, where "P" is the population of rabbits and "d" is days. Would you connect the dots for this data?

• Yes

• No

This graphs represents the equation P = 15h + 2, where "p" is your pay for the week in dollars and "h" is the number of hours you worked. Would you connect the dots for this graph?

• Yes

• No

This graph represents the equation s = 15c + 10, where "s" are sales for the month and "c" represents the number of cars sold that moth. Would you connect the dots for this graph?

• Yes

• No

The equation C = 10 t + 5, where "c" is the cost of the order and "t" represent number of tickets sold. Using the graph, what is the cost for buying 3 tickets?

• $35

• $25

• $15

• $45

The equation C = 10 t + 5, where "c" is the cost of the order and "t" represent number of tickets sold. Using the graph, how many tickets were purchased if your order costs $45?

• 4

• 3

• 2

• 1