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Putting It Together and Taking It Apart
Part 1:
One application of multiplying polynomials is finding the area of a shape. Polynomials could be used to find the ideal dimensions for your backyard flower garden. Your mission is to choose one of the following shapes and find the area of it. The measurements of your shape should be binomials, like
Apply the correct units to your answer.
Again, be sure to use binomials for the measurements of your shape.
Binomial example
Part 2:
In Part 1 of this Discussion, you determined a polynomial that represented the area of a shape. In Part 2, you will choose one of your classmate's polynomials and factor it completely. Remember to look for a greatest common factor before you apply any of the factoring methods. Show each step of the factorization. Note that your factored result may not look exactly like your classmate's polynomial.
Use geometric techniques to estimate the percentage full. Find an upper and lower bound to the percentage full.
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a triangle has sides of lenght 123 cm, 1.4m, and 403 mm. find the perimeter of the triangle in centimeters
Parts being manufactured at a plant are supposed to weigh 40 grams. Suppose the distribution of weights has a Normal distribution with mean 40 grams and a standard deviation 2 grams. Quality control inspectors randomly select 16 parts, weigh each,..
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suppose that for a certain company c(x)=45x+500,000 represents the total cost function, and R(x)=55x represents the total revenue function. Find the total-profit function and break-even point.
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