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Any vector space V satisfies the ten axioms, among which the last one is:
"for any vector u→ 2 V, 1u→ = u→, where 1 is the multiplicative identity of real numbers R."
Discuss the importance of this property with one example. Also give a counter case, where it is not satisfied.
How do you write an exponential decay function to model a situation?
Use graph to solve question
Find the domain of the function and Solve the inequality
When is it necessary to find the least common denominator (LCD) of two rational expressions? Describe, in your own words, the process for finding the LCD of two rational expressions. How is factoring related to this process?
Use the product rule to simplify the expression. Write the answer in exponential notation.
Find the time period
Can we use the quadratic equation to solve all equations? When should we apply its method? Why would we apply the quadratic in one area and factoring in another?
The profit for a company is determined by the equation y = 0.02xa 0.30, where y represents the profit and x represents the number of items sold. How many items must be sold so that the profit will be at least $4000?
Explain what an inverse function is and how you can determine when an inverse function will exist. What procedure is available to determine if two functions are inverses of each other? Explain its use and give an example.
An approach path for an aircraft landing is shown in the figure on the next page and satisfies the following conditions:
which of the following statements regarding components of a time series are true? check all that apply.answer1.trend is
Comparison of charges.
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