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INTERGRATED ALGEBRA
JEOPARDY
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Home button takes you
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Click “answer” action to
get answer
Click “hint” action to
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RULES OF THE GAME
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Every group/ person will be given 2 minutes to solve
questions and 3-4 minutes to solve 600 point
questions; if not solved in time given, the other team
will get a chance to solve
Be respectful to other classmates
Only one person from group can answer at a time
No person can answer a question more than once
Answers have to be in question format; if not team/
person will loose turn
To start the game click the “home” icon on this slide
Formula for a
HINT
linear equation
ANSWER
Similar
HINT to an
equality
ANSWER
Do not
consider
HINT
decimals
ANSWER
Parallel
HINT
or?
ANSWER
Inverse
HINT
operations
ANSWER
Convert into
slopeHINT
intercept
form
ANSWER
Use point
slopeHINT
formula
ANSWER
The points
HINT
are
not
uniform
ANSWER
expand
HINT
ANSWER
What two #’s
when added = 7
HINT
and when
multiplies =12?
ANSWER
Think of how
would
look
HINT
before foiled
ANSWER
Distributive
HINT
property
ANSWER
Has slope
HINT &
y-intercept
ANSWER
Not equal
HINT
to
y; equal
to 0
ANSWER
Can be in foil
form or
expanded
HINT
form; subtraction
ANSWER
x=?
HINT
ANSWER
Pay attention
HINT
to total
ANSWER
There is an equal
sign between
HINT the
two expressions
ANSWER
Try plugging
HINT
#’s in
ANSWER
Pay attention to
HINT
words
that mean
an operation
ANSWER
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DAILY
DOUBLE!!!
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EXPLANATION
To find the slope, you
divide the difference of
the y-coordinates of a
point on a line by the
difference of the xcoordinates
𝚫𝒚
𝚫𝒙
EXPLANATION
There are other special
symbols that show in what
way things are not equal. a
< b says that a is less than
b. a > b says that a is
greater than b. (those two
are known as strict
inequality) a ≤ b means
that a is less than
or equal to b.
EXPLANATION
Counting numbers are the set
of numbers that we use to learn
how to count. 1, 2, 3, 4, 5, and so
on. They are also called
natural numbers—maybe since
they feel natural to us because
they are naturally the first
numbers we learn. Sometimes
they are also referred to as
positive integers.
EXPLANATION
A line is said to
be perpendicular to
another line if the
two lines intersect at a
right angle.
EXPLANATION
y – 4 = -2(x+1)
y – 4 = -2x -2 (distributive property)
+4
+4 (inverse operations)
y = -2x + 2
EXPLANATION
-> 2y – 3x = 4
+3x +3x (inverse operations)
-> 2y = 3x + 4
2
-> y =
3
x
2
+2
Slope =
𝟑
𝟐
(inverse operations)
EXPLANATION
i. Given:
*slope=7
*point: (0,4) {y-intercept}
ii. Plug given into y = mx + b
*y = 7x + 4
EXPLANATION
Given:
i. Point A(3, -1), B(-3, 5)
Δ𝑦
ii. Find slope using Δ𝑥
iii. 5 – (-1) 6 -1
-3 – 3
-6
iv. Point slope form: y – y1 = m(x – x1)
y – (-1) = -1(x – 3)
y + 1 = -x +3
-1
-1
y = -x + 2
EXPLANATION
𝒙𝟐 - 4
(x + 2)(x – 2) (find the roots)
x + 2 =0
-2
-2
x = -2
x=±2
x–2=0
+2 +2
x=2
EXPLANATION
𝒙𝟐 - 7x + 12
(x – 4)(x – 3)
x–4=0
x–3=0
+ 4 +4
x=4
 x = +3, +4
+3
x=3
+3
EXPLANATION
y = 𝒙𝟐 - 3x -4
(x – 4)(x + 1)
x–4=0
+4
x+1=0
+4
x=4
 x = -1, x= 4
-1
x = -1
-1
EXPLANATION
 𝒙𝟐 - 84x = 0
x(x – 84) = 0
x=0
x – 84 = 0
+84
x = 84
 x = 0, x = 84
+84
EXPLANATION
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DAILY
DOUBLE!!!
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Jose wants to ride his bike a
total of 50 miles this
weekend. If he rides m miles
on Saturday, what expression
represents the number of
miles he must ride on
Sunday?
 Total # of miles he wants to
ride is 50.
 He rides m miles on
Saturday
50 – m would be the
equation since 50 is the total
and m is a part.
EXPLANATION
The product of a number and 3,
increased by 5, is 7 less than twice
the number. What equation can be
used to find this number, n?
Product of a number and 3; 3x
Increased by 5; +5
Is; =
7 less than; - 7
Twice the number; 2x
3x + 5 = 2x - 7
3x + 5
2x - 7
EXPLANATION
The square of a positive number is
24 more than 5 times the number.
What is the value of the number?
 32= 9 ; 3 • 5 = 15 ; 9 is not 24 more
than 15.
 62 = 36; 6 • 5 = 30; 36 is not 24
more than 30.
 82 = 64; 8 • 5 = 40; 64 is 24 more
than 40.
 42 = 16; 4 • 5 = 20; 16 is not 24 more
than 20.
EXPLANATION
 Owino gets paid $280 per week plus
5% commission on all sales for selling
electronic equipment. If he sells n
dollars worth of electronic equipment
in one week, what algebraic
expression represents the amount of
money?
 $280 per week; he initially gets paid
$280 in the beginning of each week
 Plus 5% commission on all sales; .05 *
n since we don’t know the amount of
commission on sales.
280 + .05n
Basic
Integrated
Algebra
Definitions
Slopes
ROOTS OF
QUADRATIC
EQUATIONS
Formulas
WORD
PROBLEMS
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