Algebra 1 Scrapbook

Algebra 1 Scrapbook
This Algebra I Scrapbook will be graded as a 2 major test grades. You will use the
outline below to create your scrapbook.
Guidelines
1. All work must be done in pen, crayons, colored pencils, markers, or typed.
2. All work should be done on colored paper or typing paper.
3. Graphs may NOT be free hand. They MUST be done on graph paper.
4. Each heading should start a new page.
5. Write only on the front side of the pages.
6. Heading should appear at the top of each page, or be used as a divider.
7. All work must be correct! Incorrect will NOT receive credit.
8. The final book should be bound down the left side in 3 places. (staple, string, 3-ring
binder)
9. Be CREATIVE and be NEAT!!! Your grade depends on it!
Outline
Cover page: Title, Name, Block
Outline
Rubric
I.
Equations
a. Solve an equation with variables on both sides
b. Solve an equation involving fractions
c. Solve an equation that involves combining like terms.
d. Solve an absolute value equation.
II.
Inequalities
a. Solve and graph (4) one variable inequalities (<, >, ≤, ≥ )
b. Solve and Graph 2 absolute value inequalities (AND & OR).
c. Solve and graph a two variable inequality
III.
Functions
a. Define domain.
b. Define range.
c. Define function.
d. Define “vertical line test”
e. Give an example of a graph that passes the vertical line test.
f. Give an example of a graph that fails the vertical line test.
IV.
Slope
a. Give the formula for slope and an example problem.
b. State the slope intercept form (indicate the slope and y-intercept).
d. Graph 4 lines that show the different slopes. Be sure to label each line with
the slope
c. Give the equations for and graph parallel lines.
V.
Systems
a. Solve one word problem using systems of equations.
b. Solve a system using equal values
c. Solve a system using elimination
d. Solve a system using substitution.
e. Solve a system using graphing
f. Solve a system of inequalities by graphing.
VI.
Polynomials
a. Example of multiplying monomials.
b. Example of dividing monomials.
c. Multiply 2 binomials (use FOIL or box method).
d. Multiply a binomial and a trinomial
e. Give an example of zero exponent and negative exponent
VII.
Factoring
a. Factor using GCF.
b. Factor using x-box method.
c. Factor a perfect square trinomial
d. Factor a difference of squares.
VIII.
Radicals
a. List the first 15 perfect squares.
b. State the Quadratic Formula.
c. Solve a Quadratic Equation using the Quadratic Formula.
d. Solve a Quadratic Equation using the Zero Product Property
e. Solve a Quadratic Equation by Completing the Square.
IX.
Multiple Representations
a. Linear graphic organizer
b. Systems graphic organizer
c. Exponential graphic organizer
d. Quadratic graphic organizer
X.
Scatter Plots
a. Explain what the LSRL is.
b. Explain what correlation coefficient and R squared mean.
c. Examples of scatter plots that have positive, negative, and no correlation.
XI. Essays (Must be at least one paragraph for each. Correct grammar and
punctuation required!)
a. What was the easiest topic we covered? Why?
b. What was the hardest topic we covered? Why?
c. Give your honest opinion of this class and teacher. (Now is your time to be
honest and give your opinion.)
NO LATE SCRAPBOOKS WILL BE ACCEPTED!!!! Due date:___________________
Cover/Outline/Rubric
Equations-both sides,
fractions, like terms,
absolute value
Inequalities-(<, >, ≥, ≤);
absolute value(2) , 2
variable graph
Functions-Define (4),
pass/fail VLT
Slope-formula, example,
SI form, Iines (4), parallei
Systems-elimination,
equal value, word
problem, substitution,
graph, graph inequality
Polynomial-mult, divide,
zero, neg, binomial,
trinomial
Factoring-GCF, perfect
square, box, differences
of squares
Radicals-perfect squares,
Quad Formula, 1
problem, Complete
Square, Zero product
Multiple representationslinear, systems,
exponential, quadratic
Scatter Plots-neg, pos,
no correlation, 3
explainations
Essays-easiest, hardest,
opinion
TOTALS
Points Possible
9
Points Earned
12
14
12
16
24
15
12
20
20
12
12
178
NO LATE SCRAPBOOKS WILL BE ACCEPTED!!!!
Chapter 1 Closure: Linear Functions Graphic Organizer
Tile Example