Help me it’s due today it’s a test
1 answer:
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Answer:
<em>Rachel will earn $85 in 10 hours.</em>
Step-by-step explanation:
Rachel earned $34 in 4 hours at her job today.
Suppose, she will earn dollar in 10 hours tomorrow.
So, <u>according to ratio of 'dollar' and 'hours'</u>, the equation will be.....
After cross multiplying, we will get.....
Thus, Rachel will earn $85 in 10 hours.
Part a)
we know that
Total number of students = 100
80 students like soccer.
So
this means 20 students do not like soccer.
Out of 80 who liked soccer, 30 liked volleyball
so
this means remaining 50 do not like volleyball.
Out of 45 students who likes volleyball, 30 likes soccer (mentioned in previous statement),
so
15 did not like soccer.
Based on this data, we can complete the table
see the attached picture.
Part b)
Number of students who do not like soccer = 20
Number of students who do not like volleyball = 55
This is also include 5 students who do not like both games.
So
number of students who do not like either soccer or volleyball
= 20 + 55 - 5 = 70 students
Percentage of students who do not like either soccer or volleyball
= 70/100 = 70 %
the answer part b) is
70%
Part c)
The survey reveals a greater dislike for volleyball.
80 students like soccer and only 45 students like volleyball.
Only 20 students do not like soccer, while 55 students do not like volleyball.
the answer part c) is
This shows a greater dislike for volleyball as compared to soccer.
we know that
Total number of students = 100
80 students like soccer.
So
this means 20 students do not like soccer.
Out of 80 who liked soccer, 30 liked volleyball
so
this means remaining 50 do not like volleyball.
Out of 45 students who likes volleyball, 30 likes soccer (mentioned in previous statement),
so
15 did not like soccer.
Based on this data, we can complete the table
see the attached picture.
Part b)
Number of students who do not like soccer = 20
Number of students who do not like volleyball = 55
This is also include 5 students who do not like both games.
So
number of students who do not like either soccer or volleyball
= 20 + 55 - 5 = 70 students
Percentage of students who do not like either soccer or volleyball
= 70/100 = 70 %
the answer part b) is
70%
Part c)
The survey reveals a greater dislike for volleyball.
80 students like soccer and only 45 students like volleyball.
Only 20 students do not like soccer, while 55 students do not like volleyball.
the answer part c) is
This shows a greater dislike for volleyball as compared to soccer.