WorksheetsComparing Functions (Linear, Exponential, Quadratic)
Total questions: 20
Worksheet time: 12mins
What type of function is this?
Linear Function
Quadratic Function
Exponential Function
Not a Function
What type of function does this equation represent?
y=5x+10
Linear Function
Quadratic Function
Exponential Function
Not a Function
What type of function does this equation represent?
X=4x2
Linear Function
Quadratic Function
Exponential Function
Not a Function
What type of function does this equation represent?
Y=4(21)x
Linear Function
Quadratic Function
Exponential Function
Not a Function
What type of function does this equation represent?
Y=x2+6x+5
Linear Function
Quadratic Function
Exponential function
Not a Function
What type of function does this situation represent?
Smart Phone Sales since 1990
Not a function
Linear Function
Exponential Function
Quadratic Function
What type of function does this situation represent?
Grade on a test compared to hours of studying
Exponential Function
Quadratic Function
Linear Function
Not a Function
What type of function does this situation represent?
Throwing a baseball in the air
Quadratic Function
Exponential Function
Linear Function
Not a function
What type of function does this graph represent?
Linear Function
Exponential Function
Quadratic Functiono
Not a Function
What type of function is this?
Linear Function
Exponential Function
Quadratic Function
Not a Function
Which student represents a Quadratic Function?
Beth
Maria
Tracy
None of the above
Which student represents an Exponential Function?
Beth
Maria
Tracy
None of the above
All Linear Functions have a __________________.
Common Difference
Common Ratio
Difference of Differences
There's no way to tell
All Exponential Functions have a ________________.
Common Ratio
Common Difference
Difference of Differences
None of these
What type of function does this table represent?
Linear Function
Exponential Function
Quadratic Function
Not a Function
What type of function does this table represent?
Linear Function
Exponential Function
Quadratic Function
Not a Function
You have $10 and earn $5 every week.
Consider the functions f(x)=3+10x , g(x)=2x and h(x)=5x2 .
Which function will have the greatest output when x=0
f(x)
g(x)
h(x)
