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Thepotemich [5.8K]
3 years ago
8

The ratio of freshman to sophomores to juniors to seniors in band is 1:2:3:2. If there are a total of 240 students in band, how

many are in each grade level?
Mathematics
1 answer:
lara [203]3 years ago
3 0

Answer : Each grade level will be 30,60,90,30 respectively.

Explanation:

Since we have given that ratio of freshman to sophomores to juniors to seniors in band is 1:2:3:2

Let the number of fresh man be x

Let the number of sophomores be 2x

Let the number of juniors be 3x

Let the number of seniors be 2x

According to question,

x+2x+3x+2x=240

⇒8x=240

⇒x=\frac{240}{8}

⇒x=30

So, the required number of freshman is 30

Number of sophomores is 2×30=60

Number of juniors is 3×30=90

Number of seniors is 2×30=60

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(2,3), (4,-7) midpoint
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3 years ago
A cargo grain leaves Chicago at noon travelling west at 120 km/h. At 2 pm, a passenger train leaves Chicago travelling east at 3
AfilCa [17]

Answer:

a) The trains will be 1520 km apart at 2:40 pm for the cargo train and at 4:40 pm for the passenger train.

b) At that time the cargo train has traveled 560.04 km and the passenger train has traveled 960.12 km.

Step-by-step explanation:

a) First, we need to find the distance traveled by the cargo train in the two hours before the passenger train leaves Chicago:

x_{1} = v_{1}t_{1} = 120 km/h*2h = 240 km                    

Now, we can find the time when the trains will be 1520 km apart:

1520 km = (x_{1} + 240 km) + x_{2}      

Where 1 is for the cargo train and 2 is for the passenger train.

1520 km = (v_{1}*t_{1} + 240 km) + v_{2}t_{2}      

Since we need to calculate the time when the trains are 1520 km apart, t₁ = t₂, so:

1520 km = (v_{1}*t + 240 km) + v_{2}t              

t = \frac{1520 km - 240 km}{120 km/h + 360 km/h} = 2.667h

For the cargo train, it will be 1520 km apart from the passenger train at:

t_{1} = 12 pm + 2 h + 40 min = 2:40 pm

And for a passenger train, it will be 1520 km apart from the cargo train at:

t_{2} = 2 pm + 2 h + 40 min = 4:40 pm  

Hence, the trains will be 1520 km apart at 2:40 pm for the cargo train and at 4:40 pm for the passenger train.  

b) The distance traveled by both trains is given by:

x_{1} = v_{1}*t + 240 km = 120 km/h*2.667 h + 240 km = 560.04 km    

x_{2} = v_{2}*t = 360 km/h*2.667 h = 960.12 km    

Therefore, at that time the cargo train has traveled 560.04 km and the passenger train has traveled 960.12 km.

I hope it helps you!        

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