Algebra 1 Midterm Stations
Station 1:
f(x) = 2x – 7 and g(x) = -5x + 1
a) Find x if f(x) = 11
b) What is the value of g(x) if x = -8
c) For what value of x does f(x) = g(x)
Station 2:
State the domain and range of the
function below.
Station 3:
Is the relation below a function?
Explain.
Station 4:
Identify
and
interpret
the key
features of
the graph:
Station 5:
Write an equation or inequality to
solve the following problems:
a) The biology club budgeted $200 for their
pancake breakfast. Each meal costs $1.50 to
prepare. How many meals can they prepare
without going over budget?
b) Yellow Cab Taxi charges a $1.75 in addition to
$0.65 per mile. Katie has $10 to spend on a
ride. How many miles can Katie travel?
Station 6:
Solve the following literal equations:
a) Solve for F: S = 3F – 24
b) Solve for t: A = P + Prt
c) Solve for m: K = ½mv2
Station 7:
Solve then justify with properties of
equality
a) 3(2x + 4) > 4x + 10
b) −3(x − 1) + 8(x − 3) = 6x + 7 − 5x
2
3
11
c) 7 (14x + 4 ) - 3x = 14 (28x +14)
Station 8:
Graphing the following Systems:
a)
4x - 3y = 15
4
y = x-7
3
b) y
y
x
x
c) x
x
y
y