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­                    |    Speed     |  Distance |
--------------------------------------------------|
Packed Dirt | 201 m/min   |       x        |
--------------------------------------------------|
Grass           | 100.5 m/min|      4x       |
--------------------------------------------------|

We know,  Speed = Distance/ Time

We are also given that T1 + T2 = 21
So, D1/S1 + D2/S2 = 21
x/201 + 4x/100.5 = 21
(x + 8x)/ 201 = 21
x = 469m

and, 4x = 4 X 469 = 1876m


Hence, the answers.
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­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.

We know that, Speed= Distance/Time
Now, On Packed Dirt: Distance-x; Speed-201m/p
On Grass: Distance-4x; Speed-100.5m/p
Total time=21minutes

Total time= D/S(PD) +D/S(Grass)= x/201+4x/100.5=21
9x/201=21
x=7*67=469.
Grass Distance= 1876.
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Bunuel
­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.


­
 


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­

Since the athlete traveled on packed dirt with 201 meters per minute of speed for, say, X meters and on grass with 100.5 meters per minute of speed for 4X meters, according to what we’re given,

X/201 + 4X/100.5 = 21
9X/201 = 21
X = 4221/9 = 469 meters
4X = 1876

Thus 429 meters on Packed Dirt and 1876 on Grass.

Posted from my mobile device
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Ans: Left column B, Right column: D
                 Dirt               Grass
Speed      201 m/min       100.5m/min
Time            x                 y 
Distance   d                    4d

x+y=21
(d/201)+(4d/100.5)=21
approximation
d/200 +  4d/100 = 21
solving gives x= 467 ~ 469
y= 4*469 = 1876
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\(\frac{x}{201}+\frac{x}{100.5}=21,\)
\(x=469;\)
\(4x=1,876\)

Distance covered on packed dirt = 469 m;
Distance covered on grass = 1,876 m



 
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Let the athlete run on packed dirt for m min . Thus athlete run on grass =21-m min

According to the question athlete covered distance on grass= 4 times distance covered on packed dirt

Thus 100.5 x (21-m)= 4x201 x m

On solving m= 7/3

Thus distance covered on packed dirt = 201 x 7/3 = 469
And distance covered on grass= 4 x 469= 1876
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Bunuel
­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.


­
 


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­
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let first practice runs dirt place at speed =201m/min=201m/60sec=3.35m/sec
second practice runs rocky place at speed 100.5m/min=100.5m/60sec=1.675m/sec
third practice runs grass place at speed 4*201m/(21min-1min)*60sec=804m/1200sec=0.67m/sec
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­We only care about Dirt and grass as question do not ask anything about rocky scree.

For dirt,
Speed \(V_d = 201\) meters per minute
 ­
For grass,
Speed \(V_g = 100.5\) meters per minute

The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. 

Distance \(X_d = x\) and \(X_g = 4x\)
And \(\frac{x}{201} + \frac{4x}{100.5} = 21\)

But looking at the options, there is a large difference between them. So, we should approximate to get answer faster.

Let's assume 201 => 200 and 100.5 => 100.

\(\frac{x}{200} + \frac{4x}{100} = 21 ­\)
\(9x = 21 * 200\)
\(x = \frac{21 * 200 }{ 9}\)
\(x = 466.67\) meters­

Distance covered on packed dirt (meters) = \(x = 466.67\) meters
Distance covered on grass (meters) = \(4x = 4 * 466.67\) = This will be between 1600 and 2000 and only answer is 1,876

Final answer - 469 for dirt  and 1876 for grass.­
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Distance on PD= x
on grass = 4x
x/201+4x/105.5=21
x=469 and 4x =1876
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Bunuel
­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.


­
 


This question was provided by Experts' Global
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­

Expression can be given as

X/201 + 4x/100.5 = 21

X= 469 which is the distance on dirt
4x= 1876 which is the distance on grass

Posted from my mobile device
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Bunuel
­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.


­
 


This question was provided by Experts' Global
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­
­

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­according to the given data- distance of grass = 4 distance on dirt
and their respective speed. 
we also have the total time taken on both these terrain = 21 mins.

So with these data the answer comes out to be BD
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Total time = (d/201)+(4d/100.5)= 21
Solving this we get the value of d= 469
Distance covered on packed dirt (meters): 469
Distance covered on grass (meters): 1,876
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­
­An athlete training for a cross-country race covered three types of terrain in three distinct segments of a practice run; she ran across stretches of packed dirt, rocky scree, and grass, in that order. On packed dirt, she ran at an average speed of 201 meters per minute; she then rapidly slowed on the rocky scree, and covered the grass segment at an average speed of 100.5 meters per minute. The distance she covered on grass was four times the distance she covered on packed dirt, and it took her 21 minutes to cover both. On the table, select the distance she covered on both these terrains, in meters. Make only two selections, one in each column.­Distance covered on packed dirt (meters)Distance covered on grass (meters) 316.54691,2661,8765,0647,504

answer:

(d/201)+(4d/1005)=21
solve:
d=469--packed dirt

4d=1876---grass
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­Distance covered on packed dirt (meters) : 469
Distance covered on grass (meters) : 1876

Given:

3 terrains: Packed dirt, rocky scree and grass

Speed on packed dirt = 201 mts/ min
Speed on grass = 100.5 mts/ min

Total time taken to cover packed dirt and grass terrains = 21 mins
Let's take tg and td as time taken to cover grass and packed dirt terrains respectively
From above we can say that => tg + td = 21

Distance covered on packed dirt = x
Distance covered on grass = 4x

Individual distance of packed dirt and grass is ?

Distance = Speed * time

packed dirt:

x = 2 * 100.5 * td ----- (1)

grass:

4x = 100.5 * ( 21 - td ) 

substitute (1) in grass equation to get

=> 4 * 2 * 100.5 * td = 100.5 (21 - td)
=> 8td = 21 - td
=> td = 21/9 = 7/3

Distance covered on packed dirt = 201 * 7/3 = 469
Distance covered on grass = 4 * 469 = 1876
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­d =packed dirt distance
4d=grass distance
d/201=total time for passing packed dirt
4d/100.5=total time for passing grass
d/201+4d/100.5=21
d=469 which is Distance covered on packed dirt (meters)    
4d=1876 which is Distance covered on grass (meters)

 
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