1 step equation
Solve for the variable.
t - 19 = 60
t = 79
6y - 5 = 31
y =6
At the Burtons Grill the bill was split evenly between 3 people. Each person paid $50. Write an algebraic equation that represents the situation.
b/3 = 50
In three quarters of play, Ryder scored 50 points. The first quarter he scored 10 points. He scored the same amount of points in both the second and third quarter. Write an equation to represent p, the amount of points he scored in the second and third quarter each.
2p + 10 = 50
What is the variable for the expression 2n + 7
n
Solve for the variable.
t + 24 = 99
t = 75
h/8 - 6 = 1
h = 56
At the Burtons Grill the bill was split evenly between 3 people. Each person paid $50.What was the total bill?
n = $150
In three quarters of play, Ryder scored 50 points. The first quarter he scored 10 points. He scored the same amount of points in both the second and third quarter. How many points did he score in each of the second and third quarter?
p = 20
What is the coefficent for the expression 2n + 7
2
Solve for the variable.
-15 + z = 6
z = 21
39 = -17 + 2n
n = 28
Ryder ran 23 miles less than j, John. The total amount of miles Ryder ran was 17. Write an algebraic equation to represent the total amount of miles that j, John ran.
j - 23 = 17
To sign up for Havican's Boxing gym, you must pay an initiation fee of $88. The gym charges a monthly fee of $40. Lauren is a member at the gym and owes $488 total. Write a two step equation that represents the amount of months, m Lauren has been at the gym.
40m + 88 = 488
What is the constant for the expression 2n + 7
7
Solve for j
20 = -10j
j = -2
Solve for j
4(j - 9) = 8
j = 11
Ryder ran 23 miles less than j, John. The total amount of miles Ryder ran was 17. How many miles did John run?
j=40
To sign up for Havican's Boxing gym, you must pay an initiation fee of $88. The gym charges a monthly fee of $40. Lauren is a member at the gym and owes $488 total. How many months has Lauren been a member at the gym?
m = 10
In order to solve the equation 6p - 10 = 25 using inverse operations, your first step would be to......
Add 10 to both sides
Solve for a
a/-5 = 7
a = -35
Solve for a
3/4y + 12 = 15
a = 4
Ken can bench press 4/5 of the weight that Paul can bench press. Ken can lift 200 pounds. Write an equation and solve for the amount of weight p, Paul can bench press.
4/5p = 200
p = 250
To sign up for Havican's Boxing gym, you must pay an initiation fee of $75. The gym charges a monthly fee of $30. Stacy is a member at the gym and owes $255 total.
1)Write a two step equation that represents the amount of months, m Stacy has been at the gym.
2) How many months has Stacy been a member at the gym?
1) 30m + 75 = 255
2) m = 6
In order to solve the equation 6p - 10 = 25 using inverse operations, your second step would be to......
Divide both sides by 6