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© Mark E. Damon - All Rights Reserved
© Mark E. Damon - All Rights Reserved
Another
Presentation
© 2002 - All rights Reserved
nygiantsbigblue@yahoo.com
© Mark E. Damon - All Rights Reserved
Directions:
•
Scroll through the presentation and enter the answers (which are really the
questions) and the questions (which are really the answers).
•
Enter in the categories on the main game boards.
•
As you play the game, click on the TEXT DOLLAR AMOUNT that the
contestant calls, not the surrounding box.
•
When they have given a question, click again anywhere on the screen to
see the correct question. Keep track of which questions have already been
picked by printing out the game board screen and checking off as you go.
•
Click on the “Game” box to return to the main scoreboard.
•
Enter the score into the black box on each players podium.
•
Continue until all clues are given.
•
When finished, DO NOT save the game. This will overwrite the program
with the scores and data you enter. You MAY save it as a different name,
but keep this file untouched!
© Mark E. Damon - All Rights Reserved
Round 1
Round 2
$100
p
i
l
l
i
h
P
Final
Jeopardy
$200
D
a
p
h
n
e
$300
y
h
t
a
K
© Mark E. Damon - All Rights Reserved
For
Real?
Too
Many
Rules
Order
in the
Court
Number
Please
It’s
Radical
Imagine
That
Round 2
$100 $100
$100
$100 $100
$100
Final
Jeopardy
$200 $200
$200
$200 $200
$200
Scores
$300 $300
$300
$300 $300
$300
$400 $400
$400
$400 $400
$400
$500 $500
$500
$500 $500
$500
© Mark E. Damon - All Rights Reserved
$100
For Real?
The numbers
√43, 0.235939573…, , and 3√17
are examples from what
number set that is a subset of the
Real Numbers?
© Mark E. Damon - All Rights Reserved
$100
For Real?
Irrational Numbers
Scores
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$200
For Real?
Any number that can be
expressed as a ratio of 2 whole
numbers is what kind of number?
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$200
For Real?
Rational Number
Scores
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$300
For Real?
For what operations is the set of
Real numbers closed?
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$300
For Real?
Addition & Multiplication
Scores
© Mark E. Damon - All Rights Reserved
$400
For Real?
Rewrite 1.456456…
as a rational number.
© Mark E. Damon - All Rights Reserved
$400
For Real?
Let x = 1.456456…
Then 1000x = 1456.45645…
And subtract x from 1000x.
999x = 1455
1455 = 485
999 333
Scores
© Mark E. Damon - All Rights Reserved
$500
For Real?
Use the following to determine
the number x:
1) x is a whole number < 100
2) 441 < x2 < 2401
3) x is a multiple of 3
4) x is divisible by 7
© Mark E. Damon - All Rights Reserved
$500
For Real?
212 < x2 < 492
24, 27, 30, 33, 36, 39, 42, 45, & 48
are multiples of 3
Only 42 is divisible by 7
Scores
© Mark E. Damon - All Rights Reserved
$100
Too Many Rules
rxs=sxr
is an example of this property
© Mark E. Damon - All Rights Reserved
$100
Too Many Rules
Commutative Property of
Multiplication
Scores
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$200
Too Many Rules
If x and y are Real Numbers, then
x+y is a unique Real Number
is an example of what property?
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$200
Too Many Rules
Closure Property of Addition
Scores
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$300
Too Many Rules
(9 + 8) + 3 = 3 + (8 + 9)
is an example of this property
© Mark E. Damon - All Rights Reserved
$300
Too Many Rules
Commutative Property of
Addition
Scores
© Mark E. Damon - All Rights Reserved
© Mark E. Damon - All Rights Reserved
$400
Too Many Rules
If x is a nonzero Real #, then
x ● 1/x = 1
is an example of this property
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$400
Too Many Rules
Property of Multiplicative
Inverses
OR
Property of Inverses for
Multiplication
Scores
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$500
Too Many Rules
(3 ● x) ● y = 3 ● (x ● y)
is an example of this property
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$500
Too Many Rules
Associative Property of
Multiplication
Scores
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$100
Order in the Court!
3(-9 + 5) + 42 – 7
when simplified represents this
number
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$100
Order in the Court!
3(-4) + 16 – 7 =
-12 + 16 – 7 =
-3
Scores
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$200
Order in the Court!
14 - 28 ÷ 5 ● 15 + 32
when simplified represents this
number
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$200
Order in the Court!
14 – 28/5 ● 15 + 9 =
14 – 84 + 9 =
-61
Scores
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$300
Order in the Court!
-32 – 4(5 – 11) ÷ 23 + (3 – 8)2
when simplified represents this
number
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$300
Order in the Court!
-9 -4(-6) ÷8 + (-5)2 =
-9 + 24/8 + 25 =
19
Scores
© Mark E. Damon - All Rights Reserved
$400
Order in the Court!
The expression
6(a – b) + 4c – (2a) ÷ b
represents this number when
a = -4, b = 2, and c = -3
© Mark E. Damon - All Rights Reserved
$400
Order in the Court!
6(-4 – 2) + 4(-3) – 2(-4)/2 =
6(-6) -12 – (-8)/2 =
-36 – 12 + 4 =
-44
Scores
© Mark E. Damon - All Rights Reserved
$500
Order in the Court!
The expression
9 + ab(4 – 2c)
(a + b) – c
represents this number when
a = -4, b = 2, and c = -3
© Mark E. Damon - All Rights Reserved
$500
Order in the Court!
9 + (-4)(2) [4 – 2(-3)] =
(-4 + 2) – (-3)
9 + -8[4 + 6] =
-2 + 3
9 – 80 =
1
-71
Scores
© Mark E. Damon - All Rights Reserved
$100
Number Please
The sum of the first 10 prime
numbers
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$100
Number Please
2 + 3 + 5 + 7 + 11 + 13 + 17 + 19 +
23 + 29 = 129
Scores
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$200
Number Please
The number of prime factors for
3150
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$200
Number Please
2 ● 32 ● 52 ● 7 is the prime
factorization,
so there are 4 prime numbers that
are factors of 3150
Scores
© Mark E. Damon - All Rights Reserved
$300
Number Please
A palindrome is a number which
reads the same from left-to-right
and from right-to-left.
(ex. 737 and 8228 are palindromes)
What is the first palindrome
greater than 10,000 which is also
a multiple of 3?
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$300
Number Please
10,101
Scores
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$400
Number Please
A fraction is equivalent to 4/5.
The sum of the numerator & the
denominator is 36.
What is the fraction?
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$400
Number Please
4/5 = 8/10 = 12/30 = 16/20,
Therefore 16 + 20 = 36
Scores
© Mark E. Damon - All Rights Reserved
$500
Number Please
Plastic spoons come in packages
of 20, plastic forks in packages of
15, and plastic knives in
packages of 12. If a place setting
requires a fork, spoon, & a knife,
what is the least number of each
utensil you can buy in order to
get an equal number of each?
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$500
Number Please
The least common multiple of
15, 12, and 20 is 60
Scores
$100
It’s Radical
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√147
represents this number when it is
simplified
$100
It’s Radical
© Mark E. Damon - All Rights Reserved
√49 ●√3 =
7√3
Scores
$200
© Mark E. Damon - All Rights Reserved
It’s Radical
3√54 - 2√96 + √44
in simplified form
$200
It’s Radical
© Mark E. Damon - All Rights Reserved
√6 + 2√11
Scores
$300
© Mark E. Damon - All Rights Reserved
It’s Radical
(-5√6 + √2)(3√6 - 4√2)
in simplest form
$300
It’s Radical
© Mark E. Damon - All Rights Reserved
-15√36 + 20√12 + 3√12 - 4√4 =
-15(6) + 23√12 – 4(2) =
-90 + 46√3 – 8 =
-98 + 46√3
Scores
$400
It’s Radical
© Mark E. Damon - All Rights Reserved
The reciprocal of
8 - 6√2
in simplified form
$400
It’s Radical
© Mark E. Damon - All Rights Reserved
_ _1__
8 - 6√2
1___ ● 8 + 6√2
8 - 6√2
8 +6√2
8 + 6√2
-8
-1 - 3√2
4
Scores
$500
It’s Radical
© Mark E. Damon - All Rights Reserved
3 - 5√6
7 + √3
in simplified form
$500
© Mark E. Damon - All Rights Reserved
It’s Radical
(3 - 5√6) ● (7 - √3)
(7 + √3)
(7 - √3)
21 - 3√3 - 35√6 + 5√18
49 – 3
21 - 3√3 - 35√6 + 15√2
46
Scores
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$100
Imagine That
i235
in simplified form
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$100
Imagine That
(i4)58 ● i3 =
1 ● i3 =
-i
Scores
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$200
Imagine That
(35 – 17i) + (-13 + 29i)
in simplified form
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$200
Imagine That
(35 – 13) + (-17 + 29)i =
22 + 12i
Scores
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$300
Imagine That
3(14 – 7i) – (24 – 8i)
in simplified form
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$300
Imagine That
3(14 – 7i) – (24 – 8i) =
42 – 21i – 24 + 8i =
18 – 13i
Scores
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$400
Imagine That
(5 – 4i) (3 + 5i)2
in simplest form
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$400
Imagine That
(5 – 4i) (3 + 5i)2 =
(5 – 4i) (9 + 30i + 25i2) =
(5 – 4i) (-16 + 30i) =
-80 + 150i + 64i – 120i2 =
40 + 214i
Scores
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$500
Imagine That
6 – 10i
5 + 3i
in simplest form
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$500
Imagine That
(6 – 10i) ● (5 – 3i)
(5 + 3i)
(5 – 3i)
30 – 18i – 50i + 30i2
25 + 9
-68i
34
-2i
Scores
© Mark E. Damon - All Rights Reserved
Subject
1
Subject
2
Subject
3
Subject
4
Subject
5
Subject
6
Round 1
$200 $200
$200
$200 $200
$200
Final
Jeopardy
$400 $400
$400
$400 $400
$400
Scores
$600 $600
$600
$600 $600
$600
$800 $800
$800
$800 $800
$800
$1000 $1000 $1000 $1000 $1000 $1000
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$200
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Category 1 - Question 1
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Category 1 - Question 3
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Category 3 - Question 1
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$800
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Category 4 - Question 4
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$600
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Category 5 - Question 3
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$800
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Category 5 - Question 4
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Category 6 - Question 1
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Enter Category
Scores
Final
Jeopary
Question
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Final Jeopardy
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Final Jeopardy
Scores