• Q : How many students chose winter as their favorite season....
    Other Subject :

    In a survey of 200 students, 44% chose summer as their favorite season. Of the remaining students, 25% chose winter. How many students chose winter as their favorite season.

  • Q : Identify the receiver and sender of the message....
    Other Subject :

    Recognize the receiver and sender of the message, the communication channel employed to deliver the message, what caused the misunderstanding, and how you could have ignored it.

  • Q : Determine whether the triangles are similar....
    Other Subject :

    Determine whether the triangles are similar. If so, write a similarity statement. Explain your reasoning.Triangle one has a 90 degree angle and one side is 5, another side is 15 Triangle two has a

  • Q : A quick internet search....
    Other Subject :

    In a small town a group of 100 adults were asked if they drink coffee in the morning. 57 of them said that indeed they do. A quick internet search tells me that the percentage of adults over 18 who

  • Q : Explaining demonstrative communication....
    Other Subject :

    Write down a 700- to 1,050-word paper explaining demonstrative communication, which comprises nonverbal and unwritten communication and involves such things as facial expressions, tone of voice, and

  • Q : Does this correlation imply a causal relationship....
    Other Subject :

    Are there other variables that you think should have been examined that would have improved this study or helped to pinpoint what factors are causal?

  • Q : The thickness of a board....
    Other Subject :

    The thickness of a board is 0.037 meters.this is 0.014 meters less than what it is supposed to be.how thick is it supposed to be?

  • Q : Given any three noncollinear points in the plane....
    Other Subject :

    Given any three noncollinear points in the plane, the area of the triangle determined by three points is given by the formula: Area=(1/2)x det(A). Prove this theorem.

  • Q : Article about a controversial subject....
    Other Subject :

    Locate an article regarding a controversial subject where the author makes an argument you do not agree with.

  • Q : How well does the regression fit the data....
    Other Subject :

    Below is data on weekly Quantity demanded of pizza in a small town in South Georgia, prices and average household incomes.

  • Q : Explain the lines intersect to form a triangle....
    Other Subject :

    Given the 3 linear equations: y=-4/3x+8 y=3/7x+1 y=13/8x+5 If the 3 lines intersect to form a triangle, find the three vertices (exact values, of course).

  • Q : Under what conditions will a line....
    Other Subject :

    Under what conditions will a line [u1 u2 u3] pass through the origin and be parallel to the line [v1 v2 v3]?

  • Q : The volume of a hexagonal prism....
    Other Subject :

    The volume of a hexagonal prism is 124cm cubed. if its dimensions are multiplied by a scale factor of 2, find the volume of a new hexagonal prism.

  • Q : A line segment has an endpoint....
    Other Subject :

    A line segment has an endpoint at (3,2). If the midpoint of the line segment is (6,-2), what are the coordinates of the point at the other end of the line segment.

  • Q : Find the perimeter of the pool ball rack....
    Other Subject :

    Find the perimeter of the pool ball rack if each ball's radius is "r". Each ball is tangent to each other and exterior balls are tangent to the rack.

  • Q : Some potential needs for the audience....
    Other Subject :

    You are preparing to write down a formal report to be presented to management at your workplace. What are some potential requirements for this audience you must be aware of when writing the report?

  • Q : What role does a systems analyst play today....
    Other Subject :

    What role does a systems analyst play today? Is this role an important asset for competitive firms? Why? Please provide at least two examples.

  • Q : Explain the supplementary angles....
    Other Subject :

    In the diagram below, ∠ ≅1 ∠4. 1 l 2 3 m 4 t Which of the following conclusions does not have to be true? A ∠ 3 and ∠4 are supplementary angles. B Line l is parallel to line m.

  • Q : What can be done to decrease the oscillation frequency....
    Other Subject :

    Based on the resistances and capacitance, calculate the oscillation frequency at the output.What can be done to decrease the oscillation frequency?

  • Q : Giev each set of vertices....
    Other Subject :

    Giev each set of vertices, determine whether BEFG is a rhombus, a rectangle, or a square. List all that apply. B(-9,1), E(2,3), F(1,-9), G(-5,-3)

  • Q : The same height but twice the radius of cylinder....
    Other Subject :

    Suppose Cylinder A has the same height but twice the radius of Cylinder B. what is the ratio of the volume of Cylinder B to Cylinder A

  • 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,

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