MELS PURSE CONTAINS 6 PENNIES, 8 NICKELS, 1 DIMES AND 7 QUARTERS. USING THIS INFORMATION, CIRCLE THE STATEMENT THAT IS FALSE IN EACH BOX BELOW. THEN, USE THE TYPING TOOL TO REWRITE AND CORRECT THE FALSE STATEMENT IN THE WHITE RECTANGLE.

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Chapter1: Combinatorial Analysis
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MEL'S PURSE CONTAINS 6 PENNIES, 8 NICKELS, 4 DIMES AND 7 QUARTERS.
USING THIS INFORMATION, CIRCLE THE STATEMENT THAT IS FALSE IN EACH BOX BELOW.
THEN, USE THE TYPING TOOL TO REWRITE AND CORRECT THE FALSE STATEMENT IN THE
WHITE RECTANGLE.
Mel randomly selects a coin 150 times
of which she selects a dime 30 times.
Mel randomly selects a coin 200 times
of which selects a penny 45 times.
A. The experimental probability of
selecting a dime is
B. The theoretical probability of
selecting a dime is 50
A. The experimental probability of
selecting a penny is 40
B. The theoretical probability of
selecting a penny is 25
C. If Mel did this 1,000 times, the relative
frequency would approach the theoretical
probability.
C. The difference between the experimental
and theoretical probability is To
CManeuvering the Made LLC, 2019
EXPERIMENTAL & THEORETIKAL
Transcribed Image Text:MEL'S PURSE CONTAINS 6 PENNIES, 8 NICKELS, 4 DIMES AND 7 QUARTERS. USING THIS INFORMATION, CIRCLE THE STATEMENT THAT IS FALSE IN EACH BOX BELOW. THEN, USE THE TYPING TOOL TO REWRITE AND CORRECT THE FALSE STATEMENT IN THE WHITE RECTANGLE. Mel randomly selects a coin 150 times of which she selects a dime 30 times. Mel randomly selects a coin 200 times of which selects a penny 45 times. A. The experimental probability of selecting a dime is B. The theoretical probability of selecting a dime is 50 A. The experimental probability of selecting a penny is 40 B. The theoretical probability of selecting a penny is 25 C. If Mel did this 1,000 times, the relative frequency would approach the theoretical probability. C. The difference between the experimental and theoretical probability is To CManeuvering the Made LLC, 2019 EXPERIMENTAL & THEORETIKAL
MIQUEL SPUN THE SPINNER SHOWN 100
TIMES AND RECORDED THE FREQUENCY
OF EACH RESULT IN THE TABLE.
USE THE INFORMATION TO DRAG AND
DROP THE PIECES TO COMPLETE THE
TABLE BELOW.
OUTCOME 1 2 3 4 5
FREQUENCY 20 18 22 24 16
SPINNING AN SPINNING AN
EVEN NUMBER ODD NUMBER
SPINNING Α
NUMBER LESS
THAN 5
SPINNING A 3
EXPERIMENTAL
PROBABILITY
THEORETICAL
PROBABILITY
11
50
| 21
! 50
DRAG
THESE
4
21
25
i 29
I 50
I 3
CManeurering the Mdde LLC, 2019
EXPERIMENTAL & THEORETICAL
Transcribed Image Text:MIQUEL SPUN THE SPINNER SHOWN 100 TIMES AND RECORDED THE FREQUENCY OF EACH RESULT IN THE TABLE. USE THE INFORMATION TO DRAG AND DROP THE PIECES TO COMPLETE THE TABLE BELOW. OUTCOME 1 2 3 4 5 FREQUENCY 20 18 22 24 16 SPINNING AN SPINNING AN EVEN NUMBER ODD NUMBER SPINNING Α NUMBER LESS THAN 5 SPINNING A 3 EXPERIMENTAL PROBABILITY THEORETICAL PROBABILITY 11 50 | 21 ! 50 DRAG THESE 4 21 25 i 29 I 50 I 3 CManeurering the Mdde LLC, 2019 EXPERIMENTAL & THEORETICAL
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