Linear Quadratic or Exponential
Graph Analysis
Compound vs Simple Interest
Geometric Sequences
Writing Expressions
100

What is the y int of h(x)

y int = 1

100

Which function is linear?


f(x) g(x) or h(x)

h(x)

100

Convert 15% to a decimal

0.15

100

what does astand for?

First term

100

Compound interest. Starting $100. Makes 12% a year. Write an expression

(100)(1.12) x

200

Which function contains increasing and decreasing intervals?




f(x) or the quadratic

200

Exponential functions show repeated ______

Linear functions show repeated ______

Fill in the blanks

Multiplication

Addition

200

Convert 5.2% to a decimal

0.052

200

In geometric sequences, what does r stand for? or what does it mean?

Stands for ratio. Means "What you multiply by)

200

y = 15x + 50

How much interest am I making each year

15$

300

As the x values of the functions on the board approach infinity, which will have the highest value

Exponential g(x)

300

Look at the board. Which function is quadratic?


f(x) g(x) or h(x)

f(x)

300

How often is this compounding?

Monthly. 12 times a year.

300

first term is 3. Equation is an=an-1* 4. find the third term.

48

300

y= 5x+ 50

How much money will I have after 3 years

65$

400

Which function on the board has a range of all real numbers?



linear or h(x)

400

Which function has positive and negative intervals?



g(x) or linear

400

Simple interest 10% a year. Starting with $200. How much money will you have total after 1 year?

220

400

Explain the difference between geometric and arithmetic sequences.

geometric = repeated multiplication

arithmetic = repeated addition

400

Explain the difference between simple and compound interest?

Simple interest = repeated addition (linear)

Compound interest = repeated multiplication (exponential)

500

Which of these have a domain of all real numbers?


all 3 of em

500

Which function has the smallest f(1) value


h(x) or linear

500

Compound interest 10%. Starting with $200. How much will you have after 2 years

242

500

Explicit formula is 100,000(.8)n-1. What is the 4th term

512000

500

Starting 250 lbs. Keeping 80% of that weight each week. How much will I weigh in 3 weeks?

128