Question

You went on three hikes. On each hike, you saw a different number of animals: Hike Length of hike(km) Number of animals seen Rivers Edge 3 8 Wooded Marsh 8 20 Canyon Creek 15 35 Order your hikes by the number of animals seen per kilometer from least to greatest.

Answer 1

Answer:

Canyon Creek - Wooded Marsh - Rivers Edge

Step-by-step explanation:

The hiker saw 8 animals in 3 km in Rivers Edge, that makes 8/3 = 2.67 animals per kilometer.

The hiker saw 20 animals in 8 km in Wooded Marsh, that makes 20/8 = 2.5 animals per kilometer.

The hiker saw 35 animals in 15 km in Canyon Creek, that makes 35/15 = 2.33 animals per kilometer.

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Answer 2

The order of the given hikes by the number of animals seen per kilometer from the least to the greatest is Canyon Creek  <  Wooded Marsh < Rivers Edge.

Given:

The table consisting of the name, length and number of animals seen in each of the hike is given.

To Find:

We have to arrange the given hikes by the number of animals seen per kilometer from the least to the greatest.

Solution:

The number of animals seen per kilometer can be calculated using the following equation.

The number of animals seen per kilometer $= \frac{The number of animals seen}{Length of the hike}$.

Consider the first hike Rivers Edge.

The number of animals seen = 8.

The length of the hike = 3 km.

∴, The number of animals seen per kilometer $= \frac{8}{3} = 2.667$.

Consider the second hike Wooded Marsh.

The number of animals seen = 20.

The length of the hike = 8 km.

∴, The number of animals seen per kilometer $= \frac{20}{8} = 2.5$.

Consider the third hike Canyon Creek.

The number of animals seen = 35.

The length of the hike = 15 km.

∴, The number of animals seen per kilometer $= \frac{8}{3} = 2.667$.

Hence, the order of the given hikes by the number of animals seen per kilometer from the least to the greatest is Canyon Creek  <  Wooded Marsh < Rivers Edge.

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