Write two variable equations
Billy has 33 cousins. Some girls and some are boys. Write an equation to show the relationship between girl and boy cousins.
g + b = 33
There are 438 cans of pet food at Giant Eagle. There are cat and dog foods. What are the two related and unknown quantities from this problem.
What is number of dog food cans, and the number of cat food cans.
What is the first step to solve this equation. m - 17 = 21
What is add 17 to both sides of the equal signs.
Some students have study halls. There are 15 6th graders and some 8th graders that have study hall. Write an equation to represent the relationship between the number of 8th graders (e) and the number of student in a study hall (T).
e + 15 = T
Write an equation for this situation. You are working out for 35 minutes. During your workout, you will either run or lift weights.
What is r + l = 35
TABLE- write an equation for this table
x- 1- 2- 3- 4- 5
y - 9-10-11-12-13
x + 8 = y
You are going bowling. You have to rent shoes that cost $2, and its $5 for each game you play. Write a equation for the total cost ( T) if you bowl (g) games.
What is 2 + 5g =T
Identify the dependent variable. An athlete burns "c" calories running "m" miles.
What is "c" calories.
Complete the table from the graph and write the equation for the graph. (see image provided)
What is 6,7,8,10,12.
Martina is saving for a vacation. She starts her savings account by adding $45 and then places $15 in the account each week. Write an equation that shows the relationship between the amount of money she has in her account, m, and the number of weeks, w, she has been saving.
45 + 15w = M
An automobile travels m miles and each tire loses t millimeters of tread. What is the dependent variable?
t, millimeters of tread lost.
We are going on a trip. It will cost $535 for buses on the trip, and $12 for each student for food on the trip. Write an equation for the total cost of the trip in there is an unknown number of students going.
What is 12s + 535 = T
The number of open parking spaces in a lot and the number of cars already in the lot are related. What is the independent variable?
The number of cars already in the lot.