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The question asks for a random guest chosen randomly; so we know that there are a total of 200 guests. I got 200 by adding both male and female drivers and non-drivers.
Specifically, the question asks for male non-drivers. There are 34 male non-drivers out of 200 total guests.
Picking a male non-driver out of total guests results in this fraction: 34/200
We can simplify this fraction by dividing both sides by 2 since it can divide both numbers.
Once we do that, we get 17/100.
A percent is a number out of 100 and we know that number. It's 17, so we can say there's 17% a male non-driver would be picked out of the guests.
Hope this helped. If you have any questions, leave a comment. Good luck!
The question asks for a random guest chosen randomly; so we know that there are a total of 200 guests. I got 200 by adding both male and female drivers and non-drivers.
Specifically, the question asks for male non-drivers. There are 34 male non-drivers out of 200 total guests.
Picking a male non-driver out of total guests results in this fraction: 34/200
We can simplify this fraction by dividing both sides by 2 since it can divide both numbers.
Once we do that, we get 17/100.
A percent is a number out of 100 and we know that number. It's 17, so we can say there's 17% a male non-driver would be picked out of the guests.
Hope this helped. If you have any questions, leave a comment. Good luck!
Answer:
17%
Explanation:
Step 1 :
34 is the amount of men who didnt drive to the party
200 is the total amount of people surveyed
use the formula P(event) = [tex]\frac{outcomes }{total }[/tex]
P(male and did not drive to the party) = 34/200=
17%
