MASSIVE equations
Solve for m:
6m=156
m = 26
Which value makes the statement true?
15 is ______% of 60.
What is 25?
Solve for y:
y + 0.7 = 2.3
y = 1.6
Solve for x:
x-32=65
x = 32+65
x = 87
Write and solve an equation for the following situation:
The sum of a number y and 5 is 11
y + 5 = 11
y = 6
A hose is filling a pool at a rate of 6 gallons per minute.
A. Write an equation to represent the number of minute, g, it will take for the hose to pump 126 gallons of water into the pool.
B. What is the number of minutes represented by g in this equation?
6g=126
g=126/6
g=21
Solve for g:
g/6= 2
g = 12
An equation is given.
5x=35
Which calculation would need to be done to solve the equation?
A) Multiply both sides by 5
B) Divide both sides by 5
C) Subtract 5 from each side
D) Add 5 to each side
What is B?
When 15.4 is subtracted from a number, the result is 24.6. Write and solve an algebraic equation to find the number.
x - 15.4 = 24.6
+ 15.4 +15.4
x = 40
Solve for k:
k + 41 = 97
k = 56
Select all that are true about the following equation.
Y+7=30
A) The equation can be solved using subtraction
B) The equation can be solved using division
C) The solution to the equation is 37
D) The solution to the equation is 23
What is A and D
Write and solve an equation for the following situation:
12 less than m is 30
m - 12 = 30
m = 42
Select all equations that have d = 5.5 as a solution.
A. 11=d*2
B. 2d=10.10
C. d+3.25=8.75
D. 8-d=4.5
What is A and C?
Paul could play 5 songs on his guitar. He learns some new songs. Now he can play 18 songs.
A) Enter an equation to represent the number of new songs, s , that Paul learns.
B) Solve for s, the number of new songs Paul learns.
A) 5+s=18
B) s=13
Write and solve an equation for the following situation:
The quotient of r and 8 is 3
r/8 = 3
r = 24