Simplify: x2*x3
x5
Simplify: x5/x2
x3
Which letter represents the INITIAL VALUE in an exponential function? a*bx
a
Which letter represents the RATE in an exponential function? a*bx
b
If a graph is going downward from left to right, then it is ______.
decreasing
Simplify: x-12
1/x12
Simplify: (x13)2
x26
What is the initial value in the function: 123(0.3)x
123
(Number 7) This year the number of students who participated in sports was 412. Each year the number of students who participate in sports increases by 6%. Which function can be used to model the number of students participating in sports after x years?
c: f(x)=412(1.06)x
horizontal
Which expression is equivalent to: the square root of 500? (#1 on review)
10 root 5
Which expression is equivalent to: the square root of 300?
10 root 3
(Number 9)
Which two statements about the graph y=2(0.3)x are true?
B: horizontal asymptote and D: decreasing
What is the rate in the function 145(2)x
2
Number 10: which graph matches f(x)=-4x
Graph #1
Which expression is equivalent to: (x2/3)4
x8/3
Which expression is equivalent to: (x5/9)2 (Number 2 on review)
x10/9
(number 6 on packet) given the function: v(d)=575(0.65)x identify the:
- initial value
-increasing or decreasing?
-rate? _%
-575
-decreasing
-35%
Which statement about p(x)=-5(3)x is true? (Number 5 on packet)
d: the range is all real numbers less than 0
(Number 8) The table shows the number of bacteria in a petri dish over a three-hour period. Which function can be used to model the number of bacteria in the dish?
a: f(x)=240*3x
Simplify: x5y2 / (x3/y) (Number 3 on review)
x2y3
Simplify (10a0b3c20)(2a15b-25c0) (Number 4 on review)
20a15c20/b22
Number 11 on your review packet! Look at your group members answers and pick the best graph to show me as your answer.
Answers may vary. But there should be points on (9,0) (1, 6) and/or (2, 4). And the function should be decreasing!
Number 12 on your review packet!
In a lab, a scientist watch how fast a virus replicates. The data she records can be modeled by the function, v(t), where t is the total number of viruses and t is time measured in hours. Which prediction is closest to the number of viruses after 24 hours? (rounded to the nearest hundredth)
b: 181.53
The function is decreasing at a rate of ___%
25%