Question

zoe starts with 15 dollars in her account. she earns 10 dollars per hour babysitting and deposits the earnings into her account. chloe starts with -20 dollars in her account. she earns 10 dollars per hour babysitting and deposits the earnings into her account. which equation represents each line? zoe: chloe: d = 15 + 10x, d = 10 + 15x, d = -20 + 10x

Explanation:

Step1: Analyze Zoe's Account

Zoe starts with $15$ dollars (initial value, y-intercept) and earns $10$ dollars per hour (slope). The slope - intercept form of a line is $d = mx + b$, where $m$ is the slope and $b$ is the y - intercept. For Zoe, $m = 10$ (dollars per hour) and $b=15$ (initial dollars). So the equation for Zoe is $d = 15+10x$.

Step2: Analyze Chloe's Account

Chloe starts with $- 20$ dollars (initial value, y - intercept) and earns $10$ dollars per hour (slope). Using the slope - intercept form $d=mx + b$, with $m = 10$ and $b=-20$, the equation for Chloe is $d=-20 + 10x$.

Answer:

Zoe: $d = 15+10x$
Chloe: $d=-20 + 10x$