• Q : What is the surface area of the prism....
    Other Subject :

    What is the surface area of the prism? 10 in,5 in,and 8 in. Surface Area = sum of the areas of the faces Area of Rectangle= lw

  • Q : Potential needs of the miners....
    Other Subject :

    What would be the potential requirements of the miners' families in receiving a message regarding this incident?

  • Q : The best definition of three-dimensional drawing....
    Other Subject :

    Which of the following is the best definition of three-dimensional drawing? A three-dimensional drawing represents, on a three-dimensional plane, the length and width of a solid figure.

  • Q : Identify the following as adjacent....
    Other Subject :

    Identify the following as adjacent, complementary, supplementary, linear pairs, or vertical angles. Some angles may have more than one characteristic. Justify, or prove, youranswers. In other words,

  • Q : What you have learned thus far to a current event....
    Other Subject :

    What have you seen/read in the media or news recently that might enable you to apply what you have learned thus far to a current event? Please post the link to the media/news article as well as the

  • Q : Various persuasive approaches....
    Other Subject :

    What different persuasive approaches would you use with the given audiences: a manager, a peer, a challenging person, and an open-minded person? Explain why would your approach differ with each?

  • Q : Find a diagram of the water cycle....
    Other Subject :

    Find a diagram of the water cycle and pretend that you are a droplet of water moving through the cycle. Write a creative store explaining your movement through the cycle including and explaining the

  • Q : Reduce cholesterol levels through better eating patterns....
    Other Subject :

    Nutrition education programs, which teach their clients how to lose weight or reduce cholesterol levels through better eating patterns, have been growing in popularity.

  • Q : Equations of circles write the equation of each circle....
    Other Subject :

    Equations of Circles Write the equation of each circle. 1. center at origin, radius 6 2. center at (0, 0), radius 2 3. center at (4, 3), radius 9 4. center at (7, 1), diameter 24 5. center at (-4,

  • Q : Research on the cost of higher education....
    Other Subject :

    Use the Internet to research on the cost of higher education and respond to the following, suitably citing the sources employed in your response:

  • Q : How far from the player passing....
    Other Subject :

    A football is based through the air and caught a ground level for a touchdown . The height of h of the ball in feet is given by h = -d2 + 12d + 6 , where d is the distance in feet the ball travels

  • Q : What results in your departments seem to be correlated....
    Other Subject :

    What results in your departments seem to be correlated or related to other activities? How could you verify this? Create a null and alternate hypothesis for one of these issues. What are the manager

  • Q : Find the shaded region....
    Other Subject :

    There is a 30-60-90 triangle inscribed in a circle. The given angle is 60 and the length of HT (longer leg) is 8 square root 3. The diameter is RH and the shorter leg is RT. We have to find the sha

  • Q : The diameter of a large sphere....
    Other Subject :

    The diameter of a sphere is 2/3 the diameter of a large sphere. If the volume of the large sphere is 1,800 units, what is the volume of the smaller spere?

  • Q : What correlation structure should be used....
    Other Subject :

    A repeated measures experiment was performed to decide which of the two textbooks the class should use in the future. The data are given below.

  • Q : What is the diameter of the paul bunyan....
    Other Subject :

    The city of Bangor, Maine has a scale model of Paul Bunyan nearly 30 feet tall. The model's scale is 1:5. On the scale model, Paul Bunyan's belt buckle is 12 feet from the ground. In real life, how

  • Q : Determine a linear trend line for expected freight car....
    Other Subject :

    The manager intends to install new equipment when the volume exceeds 845 loadings per week. Assuming the current trend continues, the loading volume will reach that level in approximately how many m

  • Q : Show two ways shelbie could have cut the cake....
    Other Subject :

    Shelbie says that she used a line of symmetry to cut a rectangular piece of cake. Show two ways shelbie could have cut the cake.

  • Q : Optimizing for search and sharing....
    Other Subject :

    Explain why are optimizing for search and sharing significant parts of a video marketing strategy?

  • Q : Two tangents line segment pa and line segment....
    Other Subject :

    Two tangents line segment pa and line segment pb are drawn to circle O from an external point P. if the measure of major arc ab is 250 degrees, find the measure of angle p

  • Q : Write a brief summary of distribution of the area of home....
    Other Subject :

    What fraction of the employees cost more than $1,500 per year for dental expenses?What fraction of the employees cost between $1,500 and $2,000 per year?

  • Q : What is the width of the parking lot on the map....
    Other Subject :

    The perimeter of a rectangular parking lot is one-fourth of a mile. The length is 350 feet. On a map, the perimeter of the parking lot is 10 inches. What is the width of the parking lot on the map?

  • Q : Intercultural communication encounter....
    Other Subject :

    Knowing details regarding the culture of a prospective international client before a meeting makes sure a successful intercultural communication encounter.

  • Q : How long should a stand be....
    Other Subject :

    A road race bicycle is 28 inches in diameter. A manufacturer makes metal bicycle stands that are 10 in. tall. How long should a stand be to nearest tenth in order to support a 28 in. wheel?

  • Q : Develop a real or realistic scenario for the introduction....
    Other Subject :

    Identify an organization from any member in your Learning Team or an organization with which your team is familiar. If an actual company is used, disguise its name with a pseudonym.

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