You are doing chores to earn your allowance. For each chore you do, you earn \$3$3dollar sign, 3. In the equation below, ccc is the number of chores you do, and ddd is the number of dollars you earn.
The relationship between these two variables can be expressed by the following equation:
d=3cd=3cd, equals, 3, c
Identify the dependent and independent variables.
Dependent variable
Independent variable
The number of chores you do
The number of dollars you earn
Answers
Answer:
The relationship between two variables, d and c, where d is number of dollars earned by doing c , number of chores is expressed as:
d = 3 c
Here, the given equation is linear equation in two variable.As, this line passes through origin ,slope =3, d and c are proportional, the proportionality constant being equal to 3.
c = Independent variable = The number of chores you can do
d= Dependent Variable = The number of dollars you earn
Okay so here is the answer to your question.
Answer:
The relationship between two variables, d, and c, where d is the number of dollars earned by doing c, the number of chores is expressed as:
d = 3 c
Here, the given equation is a linear equation in two variables. As this line passes through the origin, slope =3, d, and c are proportional, the proportionality constant is equal to 3.
c = Independent variable = The number of chores you can do
d= Dependent Variable = The number of dollars you earn
I hope it works! :) And if you ever need help just ask. Have a nice day!