looking for pythagoras
DESCRIPTION
This is a Jeopardy review game I created for the Connected Math unit "Looking for Pythagoras."TRANSCRIPT
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Looking for Pythagoras
Essentials of Algebra
Round 1 Round 2
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homehome Round 1 Round 1 Round 2Round 2 Numbers Numbers
& & OperationOperation
ss
CoordinatCoordinate Gride Grid
Squares: Squares: Area/LengtArea/Lengt
hh
PythagorePythagorean an
TheoremTheorem
Special Special Right Right
TrianglesTriangles
100100 100100 100100 100100 100100
200200 200200 200200 200200 200200
300300 300300 300300 300300 300300
400400 400400 400400 400400 400400
500500 500500 500500 500500 500500
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Numbers & Operations 100
√36
Find the value.
back
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Numbers & Operations 200
1.4305. . .
Determine whether the number is rational or irrational.
back
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Numbers & Operations 300
√45
Simplify the radical.
back
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Numbers & Operations 400
√225 = 16
Determine whether the statement is true or false. If false, make it true.
back
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Numbers & Operations 500
√3, 1.5, √27, 4.9, 0.8
Put the set of numbers in order from least to greatest.
back
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Coordinate Grid 100
The coordinates of the location of the art museum.
back
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Coordinate Grid 200
(-2, 3)
back
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Coordinate Grid 400
Coordinate pair that creates a right triangle between the hospital and city hall.
back
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Coordinate Grid 300
Driving directions from the police station to the animal shelter.
back
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Coordinate Grid 500
Given coordinates (0,0) and (4,1), name two other vertices to make a square.
back
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Squares: Area/Length 100
Find the area of the figure.
back
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DAILY DOUBLEDAILY DOUBLESquares: Area/Length 200Squares: Area/Length 200
Find the area and side length of the square.Find the area and side length of the square.backback
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Squares: Area/Length 300
Find the length of the pink line.
back
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Squares: Area/Length 400
The length of AB is:
A. √8 B. 2√2
C. A and B D. neither A nor B
back
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Squares: Area/Length 500
The line segment with a length of √17 units.back
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Pythagorean Theorem 100
Find c if a = 4 and b = 6.(Round answer to the nearest hundredths place.)
back
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Pythagorean Theorem 200
Find a if b = 4 and c = 21.(Round answer to the nearest hundredths place.)
back
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Pythagorean Theorem 300
The Pythagorean Theorem states:A. The length of leg a + the length of leg b = the
hypotenuse.
B. The area of leg a + the area of leg b = the area of the square on the hypotenuse.
C. The area of the square on leg a + the area of the square on leg b = the area of the square on the hypotenuse.
back
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Pythagorean Theorem 400
12, 9, 16
Determine whether a triangle with the given side lengths is a right triangle.
back
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Pythagorean Theorem 500
A painting is 9 inches wide and 12 inches long. Find the length of a
diagonal of the painting.
back
9 in.
12 in.
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Special Right Triangles 100 30-60-90
Find the lengths of segments PB and AP.
back
C P B
A
44
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Special Right Triangles 200 30-60-90
Find the missing side lengths.back
7 B
A
P
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Special Right Triangles 300 30-60-90
Find the missing side lengths.
back
10
A
P B
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Special Right Triangles 400 45-45-90
Find the length of the hypotenuse.
back
2
2
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Special Right Triangles 500 45-45-90
Find the lengths of the legs.
back
9√2
A
C B
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homehome Round 2 Round 2 Round 1Round 1
Numbers Numbers & &
OperationOperationss
CoordinatCoordinate Gride Grid
Squares: Squares: Area/LengtArea/Lengt
hh
PythagoreaPythagorean Theoremn Theorem
Special Special Right Right
TrianglesTriangles
200200 200200 200200 200200 200200
400400 400400 400400 400400 400400
600600 600600 600600 600600 600600
800800 800800 800800 800800 800800
10001000 10001000 10001000 10001000 10001000
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Numbers & Operations 200
√121
Find the value.
back
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Numbers & Operations 400
3π
Determine whether the number is rational or irrational.
back
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Numbers & Operations 600
The set of numbers that includes
{. . . -2.75, √64, 1/3, 0, 4, .9 . . .}.
back
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DAILY DOUBLEDAILY DOUBLENumbers & Operations 800Numbers & Operations 800
A. A. √63√63 B. √54B. √54
C. C. √72√72 D. √75D. √75
Determine which number simplifies to 6Determine which number simplifies to 6√2.√2.
backback
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Numbers & Operations 1000
7, √15, 4.2, 5√2, 3.1, √34
Put the set of numbers in order from least to greatest.
back
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Coordinate Grid 200
(6, -2)
back
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Coordinate Grid 400
The directions between these two landmarks are: go up 3 and to the right 4.
back
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Coordinate Grid 600
Give two locations that have the same y-value.
back
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Coordinate Grid 800
Coordinate pair that creates a right triangle between the art museum and the cemetery.
back
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Coordinate Grid 1000
Find the flying distance between city hall and the stadium.
(Round answer to the nearest hundredths place.)back
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Squares: Area/Length 200
Find the area of the figure.
back
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Squares: Area/Length 400
Find the area and side length of the square.back
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Squares: Area/Length 600
Find the length of the yellow line.
back
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Squares: Area/Length 800
The length of XY is:A. 2√3 B. √18 C. A and B D. neither A nor B
back
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Squares: Area/Length 1000
Find the two points that are √34 units apart.back
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Pythagorean Theorem 200
Find c if a = 9 and b = 11.(Round answer to the nearest hundredths place.)
back
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Pythagorean Theorem 400
Find b if a = 7 and c = 25.(Round answer to the nearest hundredths place.)
back
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Pythagorean Theorem 600
5, 7, √74
Determine whether a triangle with the given side lengths is a right triangle.
back
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Pythagorean Theorem 800
Mickey has a stained glass mural that he wants to frame. It is shaped like a right triangle with the hypotenuse forming the base of the artwork.
If both legs are 2 feet long, what is the perimeter of the art work?
back
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Pythagorean Theorem 1000
Given the drawing above, find the radius of the circle.
back
(3, 4)
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Special Right Triangles 20030-60-90
Find the missing side lengths.back
6√3
A
BP
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Special Right Triangles 40030-60-90
Find the lengths of segments PB and AP.back
C P B
A
6 6
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Special Right Triangles 600 30-60-90
Find the missing side lengths.
back
7
A
BP
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Special Right Triangles 800 45-45-90
Find the missing side lengths.back
A
BC
8
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Special Right Triangles 1000 45-45-90
Cassandra walked 3 miles west and 3 miles south. Find her distance from the starting point.
(Round answer to 2 decimal places.)
back
3 mi
3 mi