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Jouer Froggy Jumps
1. Linear functions have a ... rate of change, or slope.
A
constant
B
increasing
C
not constant
2. f(x)=mx+b
A
linear function
B
exponential function
C
absolute value function
3. In an exponential function, the rate of change is ...
A
not constant
B
constant
C
the same throughout
4.
A
exponential function
B
linear function
C
absolute value function
5.
A
b is the base
B
x is the base
C
f is the base
6.
A
x is the exponent
B
b is the exponent
C
f is the exponent
7. A test tube contains a certain type of bacteria that doubles every hour. At hour 0 (the starting point) the test tube has 1000 bacteria.
A
exponential function
B
linear function
C
neither linear nor exponential function
8. A test tube contains a certain type of bacteria that increases by two bacteria every hour. At hour 0 (the starting point) the test tube has 1000 bacteria.
A
linear function
B
exponential function
C
neither linear nor exponential function
9.
A
linear function
B
exponential function
C
neither linear nor exponential function
10.
A
exponential function
B
linear function
C
neither linear nor exponential function
11.
A
neither linear nor exponential function
B
linear function
C
exponential function
12. With exponential growth, the value of the function ... as the value of the exponent increases.
A
increases
B
decreases
C
stays constant
13. A specific form of an exponential function that results in growth, or an increase in value, over time.
A
Exponential growth
B
Linear growth
C
Exponential decay
14.
A
exponential growth
B
exponential decay
C
linear growth
15. A specific form of an exponential function that results in decay, or a decrease in value, over time.
A
Exponential decay
B
Exponential growth
C
Linear growth
16.
A
exponential decay
B
exponential growth
C
linear growth
17. population model
A
10,994 people initial population
B
1.043 people initial population
C
10,994 • 1.043 people initial population
18. a town's population model
A
x is a number of years
B
x is a number of minutes
C
x is a number of days
19.
A
the natual base
B
base 10
C
base 5
20. Interest that compounds at every moment of every day.
A
Continuously compounded interest
B
Simple interest
C
Compound interest
21.
A
continuous compounded interest
B
simple interest
C
compound interest
22.
A
A is the future (accumulated) value of the account
B
A is time in years, of the investment
C
A is rate as a decimal
23.
A
P is the present value of the account (principal)
B
P is the future value of the account
C
P is the natural base
24.
A
r is the interest rate in decimal form
B
r is time in years
C
r is a present value on the account
25.
A
t is the time, in years, of the investment
B
t is the interest rate in decimal form
C
t is the present value of the account
26.
A
time is the independent variable
B
rate is the independent variable
C
principal is the independent variable
27.
A
time is the independent variable
B
rate is the independent variable
C
n is the independent variable
28.
A
time is the independent variable
B
rate is the independent variable
C
principal is the independent variable
29.
A
A is the dependent variable
B
P is the dependent variable
C
e is the dependent variable
30.
A
A is the dependent variable
B
P is the dependent variable
C
time is the dependent variable
31.
A
interest is the dependent variable
B
rate is the dependent variable
C
principal is the dependent variable
32.
A
simple interest
B
compound interest
C
exponential decay
33.
A
compound interest
B
simple interest
C
exponential decay