if 150 vehicles passed luann how many more minivans than cars would you expect to pass her assume the rate continues
30 more minivans
What rate?
If 150 vehicles passed Luann, how many more minivans than cars would you expect to pass her? Assume the rate continues.
im confused
wait nvm
To determine how many more minivans than cars would be expected to pass Luann, you need some additional information:
1. The ratio of minivans to cars within the 150 vehicles that passed Luann.
2. The total number of minivans passing Luann.
3. The total number of cars passing Luann.
Once you have this information, you can calculate the difference between the number of minivans and the number of cars passing Luann.
Let's say you have the following information:
- There are 60 minivans passing Luann.
- There are 90 cars passing Luann.
To calculate the difference, subtract the number of cars passing Luann from the number of minivans passing Luann:
60 (minivans) - 90 (cars) = -30
In this case, the result is -30. This means that there would be 30 more cars than minivans passing Luann based on the given information.
So if the question is...
If 15 vehicles passed luann, how many,more minivans than cars would you expect to pass her? Assume the rate continues.
The real problem would show a graph that would look like this ...
Car 6
Truck 10
SUV 14
Minivan 15
So how you can figure this question out is...
150 vehicles/15 minivan so 50 minivans I expect would pass her as a 15/150 so 15 times 10 = 150 and 15 times 3 would equals 45 + 5 = 50 so the answer would be 50
but another way to figure out the answer is a little more understanding and here it is so 6+10+14+15 = 45 so 45/15 so then you would keep the 15 and put it as 15/_ then the second number would be 45+5 which would equal to 50 so the answer is 15/50 that is the answer.