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Hey there!
So, from looking at this question, the bottom or the (
-axis) is 
. So, this would mean that, the (
-axis) would be (how much) each game would cost.
So, based from the option's listed above, the correct answer to this question would actually be (<span>The cost of every 1 video game rented). This would be the main and the key point of this graph, how much each game would be.
You correct answer would be . . . . . .
</span>
<span>
Hope this helps.
~Jurgen</span>
So, from looking at this question, the bottom or the (
So, based from the option's listed above, the correct answer to this question would actually be (<span>The cost of every 1 video game rented). This would be the main and the key point of this graph, how much each game would be.
You correct answer would be . . . . . .
</span>
<span>
Hope this helps.
~Jurgen</span>
We have given three school there, School A, School B and School C.
We are going to use following formula.
Total number of student in a school = Mean of number of student × Number of classrooms.
School A
Mean of students in School A = 32.5.
Number of classroom in School A = 25.
Number of students in School A = Mean × number of classrooms = 32.5×25 = 812.5
School B
Mean of students in School B = 29.6.
Number of classroom in School B = 12.
Number of students in School B = Mean × number of classrooms = 29.6×12 = 355.2
School C
Mean of students in School C = 15.3.
Number of classroom in School C = 10.
Number of students in School C = Mean × number of classrooms = 15.3×10 = 153.
Total sum of number of classes in all schools = 25+12+10 = 47.
Total sum of all students in all schools = 812.5 +355.2 +153 = 1320.7 .
The mean number of students per classroom for all the schools combined =
= = 28.1
The mean number of students per classroom for all the schools combined= 28.1