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Sagot :
To determine which animal would have the lowest bar on a bar graph, we need to compare the populations provided for each organism. Here's the data given:
- Mountain lions: 150 individuals
- Bobcats: 300 individuals
- Coyotes: 10,000 individuals
- Deer: 25,000 individuals
Step-by-step process:
1. List the populations for each organism:
- Mountain lions: 150
- Bobcats: 300
- Coyotes: 10,000
- Deer: 25,000
2. Compare the populations to determine the smallest value:
- 150 (Mountain lions)
- 300 (Bobcats)
- 10,000 (Coyotes)
- 25,000 (Deer)
3. Identify the organism with the lowest population:
- The population of mountain lions, 150, is the smallest number among the given values.
Therefore, the animal that would have the lowest bar on the bar graph is the mountain lion, as it has the lowest population of 150 individuals.
- Mountain lions: 150 individuals
- Bobcats: 300 individuals
- Coyotes: 10,000 individuals
- Deer: 25,000 individuals
Step-by-step process:
1. List the populations for each organism:
- Mountain lions: 150
- Bobcats: 300
- Coyotes: 10,000
- Deer: 25,000
2. Compare the populations to determine the smallest value:
- 150 (Mountain lions)
- 300 (Bobcats)
- 10,000 (Coyotes)
- 25,000 (Deer)
3. Identify the organism with the lowest population:
- The population of mountain lions, 150, is the smallest number among the given values.
Therefore, the animal that would have the lowest bar on the bar graph is the mountain lion, as it has the lowest population of 150 individuals.
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