Polynomial Operations
Arithmetic Sequences
Geometric Sequences
Exponential Functions
Logarithmic Functions
100

7x^2 - 9x - 10

(x-2) (7x +5)

100

-20, -17, -14 … (next three)

-11, -8, -5

100

Is this sequence geometric?

4, 24, 144, 864 ... what follows

yes

5,184

100

500, 125, 31.25, 7.81 (is this linear, exponential, or neither)

exponential

100

Find the value y 

log525 = y

2 = y

200

6b(-2b-5)

-12b^2 - 30b

200

5, 7, 9, 11 (find the 14th term)

31

200

Find the common ratio of 3, 15, 75, 375 and the next 3 terms

common ratio = 5 = r

1,875, 9,375, 46,875

200

 3, 7, 9, 11 (is this linear, exponential, or neither)

neither

200

log773

y = 3

300

 -3y(4y-2)

-12y^2 + 6y

300

 -5, -1, 3, 7, 11... (is the sequence arithmetic)

yes

300

Find the 8th term of 2, 8, 32, 128

a= 32,768

300

The cow population is 20,000 and is decreasing by 40% each year. (Write the exponential function of the problem)

f(x) = 20,000 (0.60)

300

write in exponential form 

log381 = 4

3= 81

400

(4+2n^3) + (5n^3+2)

7n^3 + 6

400

a1 = 16, d = 5 (find the 4th term)

16, 21, 26, 31

400

Find the explicit formula of -1, 3, -9, 27

a= -(-3)n-1

400

 f(x) = 8^x (growth or decay)

growth

400

log x3y2/z

3 log x + 2 log y - log z

500

  12x^2 + 16x

4x(3x+4)

500

 19.5, 19.9 20.3, 20.7 (find the 43rd term)

36.3



500

Kelly starts selling pies for her schools fundraiser. She sells 2 the first day, 4 the second day and 8 the third day, how many does she sell on the 10th day?

Kelly sells 1024 pies on her 10th day.

500

Zoo tickets now average $22.00 a ticket, but are increasing 10% per year. How much will they cost in 3 years from now? Write the equation and answer.

y=22.00(1+.10)^3  and it will be $29.30 in 3 years.

500

2 log x = log 2 + log(3x − 4)

S = { 2 , 4 }