Mattingly "AI & Prompt Design: The Basics of Prompt Design"
VM Week Jeopardy Game for Grades 7 to 10
1.
2.
3.
4.
5.
6.
7.
8.
9.
10. 1. The six (6) groups must
consist of four (4) members
from different levels.
2. Each group should have a
small white board and white
board marker you can write on.
3. There are three categories:
Easy Round, Medium Round,
and Difficult Round.
11. Each category has its
corresponding points:
• Easy Round (1 point)
• Medium Round (3 points)
• Difficult Round (5 points).
4. Under each column, there are
10-15 numbers to choose from,
containing different jumbled
questions about Mathematics.
12. 5. The first group to participate
shall be picked using wheel of
names.
6. The first group shall pick a
category and a number (i.e., Easy
3, Medium 9, Difficult 6).
7. The teacher will read the
question after which the group will
be given 20 seconds to write the
correct answer.
13. 8. If the answer is correct, the
group shall earn corresponding
points based on category.
9. If the group's answer is wrong,
the other group can steal to get
points for themselves.
10. The next group to select a
category is the subsequent
group.
14. 11.The game will continue
until all categories have
been completed.
12.The group with the
most points will be the
winner and shall receive
the prize.
15. S E X B O M DIFFICULT
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
1
2
3
4
5
6
7
8
9
10
1
2
3
4
5
6
7
8
9
10
EASY EASY EASY MEDIUM MEDIUM DIFFICULT
16. E - 1
ROSARIUM
EASY = 1 POINT
The quantities involved in a division
sentence are related by the following form:
Quotient x Divisor + ________ = __________
17. E – 2
PROGRAM
EASY = 1 POINT
Performing division of a polynomial with
a binomial of the form x – c, which only
involves numerical coefficient , is a
method called ________.
18. ENTREPRENEUR
E – 3
EASY = 1 POINT
What is the degree of the
polynomial function
P (x)= x^2 (x-2) (x+2)^2 (x+3)?
42. The altitude of a triangle is
(x^2 + x - 4) cm and its area is
(x^3 + (3x)^2 - 2x - 8) (cm)^2 .
How long is its base?
D – 2
2x + 4
DIFFICULT = 5 POINTS
43. When x^4 + (kx)^3 – (2x)^2 + x + 4
is divided by x -3, the remainder
is 16. What is k?
-2
D – 3
DIFFICULT = 5 POINTS
44. PUBLICITY
D – 4
DIFFICULT = 5 POINTS
Find the value(s) of k so that
when (2x)^2 + kx + 9 is divided by
(x - 2) and (x + 3), the remainder
will be the same.