The information that the organization has managed to collect will help them later on in doing (A) forecasting.
Forecasting is <u>a form of market analysis that is conducted to know more about the future target market’s characteristics, amount, and trends that relate to them.</u> This information would help the organization is choosing the right approach to market their products in order to generate the most sales.
White-headed woodpeckers are adapted to have strong beaks that can break into tree trunks to find bugs and can also open pine cones to get at the seeds. White-headed woodpeckers are best adapted to living in the biome of the<u> temperate rain forest</u>
Explanation:
- The white-headed woodpecker is a non-migratory woodpecker that resides in pine forests of the mountains of western North America. It has a black body and white head. It has white primary feathers that form a crescent in flight.
- White-headed Woodpeckers feed heavily on large pine seeds, and are most associated with old-growth ponderosa pine and sugar pine forests. They also often use recently burned areas.
- The white-headed woodpecker is a non-migratory woodpecker that resides in pine forests of the mountains of western North America.
- Temperate rainforests are coniferous or broadleaf forests that occur in the temperate zone and receive heavy rainfall.
- White-headed woodpeckers are adapted to have strong beaks that can break into tree trunks to find bugs and can also open pine cones to get at the seeds.
- White-headed woodpeckers are best adapted to living in the biome tundra temperate rain forest savanna desert
- The white-headed woodpecker is a non-migratory woodpecker that also resides in pine forests of the mountains of western North America.
Answer: f(x) = 18000(0.80^x)
Explanation:
The initial value is 18,000 because that is the value of the car when it was purchased. The equation can be derived by plugging these values into the formula for exponential growth: f(x) = a(1 + r)^x. This gives us f(x) = 18000(1 - 0.20)^x or f(x) = 18000(0.80^x).
