Approximating real zero as a decimal


Assignment:

Q1. Given f(x)=6x^4-7x^3-23x^2+14x+3, graph using a graphing tool. Use the graph to approximate each real zero as a decimal, accurate to the nearest tenth.

Q2. For a body falling freely from rest (neglecting air resistance), the distance the body falls varies directly as the square of the time. If an object is dropped from a tower 400 ft high and hits the ground in 5 seconds, how far did it fall in the first 3 seconds?

Q3. Model A: P=2.2 In (t + 0.61), where P is in millions of dollars and t is in years

Model B: P= -e^(-t+2) + 5, 39 < t < 11, where P is in millions of dollars and t is in years

• Find the Profit given by each model for 3 values of t each
• Which model is more desirable, why?
• Which model is more reasonable, why?
• Describe in 2-3 sentences the impact of pressures from the market, competition, labor, regulation, distribution, raw materials on using models such as these to assist making business decisions.

Provide complete and step by step solution for the question and show calculations and use formulas.

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Algebra: Approximating real zero as a decimal
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