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Plot And Destroy
Test Description: A math game related to Battleship teaching you about coordinate planes and everything you need to know about them.
Instructions: Answer all questions to get your test result.
1) Which quadrant on the coordinate plane would the coordinates (-6, 3) be located?
A
Quadrant II
B
Quadrant IV
C
Quadrant I
D
Quadrant III
2) 2.If a point is plotted at (3, 7) and is translated four units up and three to the right, what are the new coordinates of the plotted point?
A
(-11, 6)
B
(-11, -6)
C
(6, 11)
D
(11, 6)
3) 3.If point (5, -6) is reflected across the y axis, what are the new coordinates of the plotted point?
A
(6, 5)
B
(-5, -6)
C
(-6, -5)
D
(5, 6)
4) 4.Starting at the origin of the plane, a point is made 4 units to the right and 3 units above it. What are the coordinates of the plotted point?
A
(-7, 1)
B
(1, 7)
C
(3, 4)
D
(4, 3)
5) A ship rests at (5, -2) on the coordinate plane. When another ship fires at it, they miss and their cannonball lands 5 points to the right. Where did the cannonball land?
A
(10, -2)
B
(-2, 5)
C
(-10, 2)
D
(2, -5)
6) When a battleship tried to hit a boat at (-3, 5) on the plane, they hit a lighthouse at (2, 5) instead. How many points off were they?
A
2 points
B
7 points
C
3 points
D
5 points
7) As an attempt to evade an attack, a ship goes from (5, 7) on the plane to (2, 6) on the plane. How far did they move?
A
3 points to the right, 1 point up
B
3 points to the left, 1 point down
C
5 points to the right, 2 points down
D
4 points to the left, 3 points down
8) 8.A ship at (5, -5) on the plane crashes into a lighthouse that was 2 points to the right and 7 points down. What were the coordinates of the lighthouse?
A
(-7, 5)
B
(5, 7)
C
(7, -7)
D
(7, 7)
9) A ship's base is at (6, 3) on the plane, and the ship is at (3, 1) on the plane. How far do they need to go to get back?
A
3 points to the left, 2 points down
B
3 points to the left, 6 points up
C
3 points to the right, 2 points up
D
7 points to the left, 5 points up
10) 10.A ship at (6, -2) on the plane has to travel across the y axis to return to their base. What are the coordinates of the base?
A
(-2, 6)
B
(-6, -2)
C
(6, 2)
D
(-2, -6)
*select an answer for all questions
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