• Q : Polynomial in standard form....
    Algebra :

    Write down the polynomial in standard form, Determine the degree of polynomial, determine the leading coeffcient, and then classify it according to its degree and number of terms.

  • Q : Answer to a factoring problem....
    Algebra :

    How can you check the answer to the factoring problem such as 10x2 - 13x - 3 = (2x - 3)(5x + 1)? Give your own example to show process.

  • Q : Distance between consecutive bases....
    Algebra :

    A baseball diamond i sa square. The distance between consecutive bases is 90 feet. How far does a catcher have to throw the ball from home plate to second base?

  • Q : Area of the triangle change....
    Algebra :

    The area T of a triangle with a height of 11 units and a base of length b units is given by the following formula: T=1/2(11b). How will the area of the triangle change if the length of the base is i

  • Q : Case study of joan hampton....
    Algebra :

    Joan Hampton currently has $5,750 in money market account paying 4.37 percent compounded semi-annually. She plans to use this amount and her savings over next five years to make down payment on a to

  • Q : Fossil fuels versus renewable energy....
    Algebra :

    In physics, energy is defined as the ability to do work. When most people think of energy, they think of electricity. The energy that is used to produce electricity is derived from a number of resou

  • Q : Different kinds of apples-braeburn....
    Algebra :

    On a recent trip to a local orchard, the Nomial family picked four different kinds of apples - Braeburn, Cortland, Fuji, and Rome. When they were done, they discovered that they had picked

  • Q : Equation that represents the number of pens....
    Algebra :

    Jenna figures she uses two pens per month for her school work. She started the school year with ten pens. What is the equation that represents the number of pens (y), she will have let after x month

  • Q : Find the average return....
    Algebra :

    Determine the average return over the last ten years on mutual fund of your choice. Use that average return to see what your investment account would look like if you had invested $10,000 at that ra

  • Q : Question regarding venn diagrams....
    Algebra :

    Give two reasons why Venn diagrams can be useful in explaining relationships. Provide an example in which you have used a Venn diagram to study a relationship between two items or sets.

  • Q : Smallest possible volume of the cargo container....
    Algebra :

    A cargo container was measured with a degree of accuracy to the nearest 1ft; 8ft × 8ft × 20ft. What is the smallest possible volume of the cargo container rounded to the nearest ft3

  • Q : Examples of quality indicators....
    Algebra :

    From the second e-Activity, give at least two examples of quality indicators which the company might opt to measure and defend its cause-and-effect linkage between key measures of performance.

  • Q : Write an inequality....
    Algebra :

    She bought 1 pound of tomatoes and wanted to spend the rest of her money on potatoes. One pound of tomatoes costs $2.40, and one pound of potatoes costs $2.20. Write an inequality to show how many p

  • Q : Future value of an annuity of payments....
    Algebra :

    Determine the future value of an annuity of payments made at the beggining of each month , for 5 years in an account that pays 3% compounded monthly.

  • Q : Domain of a logarithmic function....
    Algebra :

    Why is zero excluded from the domain of the logarithmic function? Is every rational function the polynomial function? Discuss your answer and give an example.

  • Q : Approximate population of san diego....
    Algebra :

    The approximate population of San Diego, California between 1960 and 1990 can be modeled by the function y=(875,538)(1.024)x,where x represents the number of years since 1980.Use this function to es

  • Q : Face major ethical challenges....
    Algebra :

    Accountants as information keepers and produce financial reports to stakeholders face main ethical challenges in their professional career. Explain the major ethical issues and why do you think such

  • Q : Methods to graph a line....
    Algebra :

    What are the three methods to graph a line? Choose one of the methods and explain how to graph a line using an example equation? Why do you prefer this techniques?

  • Q : Trigonometric equation by substituting identities....
    Algebra :

    Verify each trigonometric equation by substituting identities to match the right hand side of the equation to the left hand side of the equation.

  • Q : Permutations-distinguishable permutations....
    Algebra :

    Compare and contrast permutations and distinguishable permutations. Provide a formula for each. Explain the fundamental counting principle and discuss it in your own words.

  • Q : Question regarding expected value computation....
    Algebra :

    Give one example to show how you can use Expected Value computation to assess the fairness of the condition probability experiment). Provide the detailed steps and calculations.

  • Q : Average change in height....
    Algebra :

    What would be the average change in height for each of these radical functions between x = 25 and x = 36 months. Are you able to tell me what the teacher would like for me to do?

  • Q : Techniques for solving systems of equations....
    Algebra :

    Explain the three methods for solving systems of equations? Do they all produce the same answer? Which method do you prefer to use and why?

  • Q : Expressed in milliamps....
    Algebra :

    The electric current (In A) in a circuit with battery of voltage E, a resistance R, and inductance L, is i= E/R(1-e^-Rt/L), where t is the time after circuit closed. Determine I expressed in milliam

  • Q : Samples for a full investigation....
    Algebra :

    To gauge the size of the problem, the agency first picks 50 cars and finds 11 with faulty emissions systems. How many should be samples for a full investigation?

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