Find the Slowest Growing and the Fastest Growing Functions as X→∞

question 137

Multiple Choice

Find the slowest growing and the fastest growing functions as x→∞ .
- $$\begin{array} { l } y = 7 x ^ { 10 } \\y = e ^ { x } \\y = e ^ { x - 2 } \\y = x e ^ { x }\end{array}$$

• A) Slowest: \(y = 7 x ^ { 10 }\)
• Fastest: \(y = e ^ { x }\) and \(y = e ^ { x - 2 }\) grow at the same rate.
• B) Slowest: \(y = x e ^ { x }\)
• Fastest: \(\mathrm { y } = \mathrm { e } ^ { \mathrm { x } }\)
• C) Slowest: \(y = e ^ { x - 2 }\)
• Fastest: \(y = x e ^ { x }\)
• D) Slowest: \(\mathrm { y } = 7 \mathrm { x } ^ { 10 }\)
• Fastest: \(y = x e ^ { x }\)

Recognize the principles governing the dissolution and obligations of a partnership.

Understand the significance of licensing in business operations for specific types of businesses.

Comprehend the responsibilities and liabilities that arise from business torts and contracts within partnerships and sole proprietorships.

Understand the concept of ratification in the context of agency law.

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The national government of a federation that has authority over the individual member states, and is responsible for areas such as defense, foreign affairs, and the economy.

Milton Friedman

An American economist and Nobel Prize laureate recognized for his research in consumption analysis, monetary history and theory, and the complexity of stabilization policy.