Question: 1. Read and study the material required to complete this task. 2. Then, solve each problem. Include the entire procedure for each problem to receive

1. Read and study the material required to complete this task. 2. Then, solve each problem. Include the entire procedure for each problem to receive the full score. . PROBLEM 1: COMPLEX NUMBERS: Rationalize the denominator 3; . PROBLEM 2: FUNCTIONS: The length of a rope is measured and recorded in the following table. Knots were tied in the rope, one at a time. After each knot was added, the length of the rope was measured and recorded. A total of five knots were tied. Number 0 1 2 3 4 5 of knots Length of rope 100 92 84 76 68 60 (cm) 1. What is the independent variable in this situation? What is the dependent variable? Explain. 2. What is the domain of the situation? What is the range of the situation? 3. Create a scatterplot of the length / of the rope versus the number of knots n tied in the rope. Describe your graph. 4. What are the coordinates of the I-intercept in this situation? 5. In symbolic form, this function can be represented as / = -8n + 100. Use this equation to predict the length of the rope when 11 knots are tied in it

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