<p>MPM2D: Analytic Geometry: Assignment</p><p>A triangular wading pool is to be built on a corner lot. </p><p>The corners of the pool have been staked out relative to the street corner, and lie at (10,1), (2,3), and (8,7).</p><p>1. Make a diagram of the pool, and measure to estimate the pool perimeter and area.</p><p>2. Complete the following two parts algebraically. For each, write an algorithm (plan with numbered steps), then solve the problem. </p><p> a) A flexible, cushioned border is to be installed around the perimeter of the pool. If it costs $42.00 per m, what will be the total cost for the border? </p><p> b) How much water would be required to fill the pool to a depth of .7 m? (Your answer should be accurate to two decimal places – you can approximate using decimals if you wish)</p><p>Marking:</p><p>Application (10 marks) - algorithms correct and efficient - algebra correct Communication (Rubric) - diagrams, mathematical communication</p>