Write an equation for the situation in slope intercept form.

At the beginning of the golf season, Jackson buys 84 golf balls. He loses 2 golf balls each time he plays a game. Let x represent number of games and y represent number of golf balls.

Nia has a job delivering newspapers. Each Sunday, she earns $24.75 plus $0.20 for each house she delivers to. Let x represent the number of houses and y represent amount earned, in dollars.

Write an equation for the situation in point-slope form.

You are planning a training program to run a marathon. You add 3.9 more miles to your program each week. In week 4 you ran 20.6 miles.

Let x represent time, in weeks, and let y represent distance run, in miles.

Ricardo is saving his money to purchase a smartphone. He already has some money saved, and he saves $10 a week from his part-time job walking neighborhood dogs. After 3 weeks he has $87 to put toward the purchase the phone. Let x represent time, in weeks, and let y represent amount saved, in dollars.

Write an equation for each situation in STANDARD FORM.

A florist sells carnations for $11 a dozen and lilies for $13 a dozen. During a weekend sale, the florist's goal is to earn $650. Let x represent number of carnations, in dozens, and let y represent number of lilies, in dozens.

The high school soccer booster club sells tickets to the varsity matches for $4 for students and $8 for adults. The booster club hopes to earn $200 at each match. Let x represent number of student tickets sold and let y represent number of adult tickets sold.