

Theoretical Probability of Simple Events
Presentation
•
Mathematics
•
6th Grade
•
Medium
+1
Standards-aligned
Sara Garcia Ayres
Used 12+ times
FREE Resource
3 Slides • 15 Questions
1
Theoretical Probability of Simple Events

2
3
Fill in the Blank
Bob has the pictured pencils in his pencil case. He picks one pencil randomly.
Find the probability that the pencil picked is red.
Express the probability as a fraction.
4
Fill in the Blank
Bob has the pictured pencils in his pencil case. He picks one pencil randomly.
Find the probability that the pencil picked is black.
Express the probability as a fraction.
5
Fill in the Blank
Bob has the pictured pencils in his pencil case. He picks one pencil randomly.
Find the probability that the pencil picked is blue.
Express the probability as a fraction.
6
Fill in the Blank
Bob has the pictured pencils in his pencil case. He picks one pencil randomly.
Find the probability that the pencil picked is green.
Express the probability as a fraction.
7
Fill in the Blank
Find the probability that Davio is correct if Davio says, 'The number is 20.'
Express the probability as a fraction.
8
Fill in the Blank
Find the probability that Davio is correct if Davio says, 'The number is 100.'
Express the probability as a fraction.
9
Fill in the Blank
Find the probability that Davio is correct if Davio says, 'The number is even.'
Express the probability as a fraction.
10
Fill in the Blank
Find the probability that Davio is correct if Davio says, 'The number is less than 20.'
Express the probability as a fraction.
11
Fill in the Blank
Find the probability that Davio is correct if Davio says, 'The number is more than 20.'
Express the probability as a fraction.
12
Fill in the Blank
A box consists of 9 compartments. The bases are colored as shown.
Trina throws a ball onto the box blindfolded. She wins a toy if the ball lands in the yellow compartment.
Given that the ball lands in a compartment of the box, find the probability that Trina wins a toy.
13
Fill in the Blank
A box consists of 9 compartments. The bases are colored as shown.
Trina throws a ball onto the box blindfolded. She wins a toy if the ball lands in the yellow compartment.
Given that the ball lands in a compartment of the box, find the probability that Trina does not win a toy.
14
15
Fill in the Blank
A board consists of 4 equal parts colored red, green and gray as shown.
Fernando throws a coin onto the board blindfolded.
Given that it lands on the board, find the probability that the coin lands on the red part.
16
Fill in the Blank
A board consists of 4 equal parts colored red, green and gray as shown.
Fernando throws a coin onto the board blindfolded.
Given that it lands on the board, find the probability that the coin does not land on the red part.
17
Fill in the Blank
A board consists of 4 unequal parts colored red, green, blue and gray as shown.
Fernando throws a coin onto the board blindfolded.
Given that it lands on the board, find the probability that the coin lands on the red part.
18
Fill in the Blank
A board consists of 4 unequal parts colored red, green, blue and gray as shown.
Fernando throws a coin onto the board blindfolded.
Given that it lands on the board, find the probability that the coin does not land on the red part.
Theoretical Probability of Simple Events

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