• Q : Zeroes of the function....
    Algebra :

    Determine  the zeroes of the function? What are their multiplicities?

  • Q : Axis of symmetry....
    Algebra :

    Find the axis of symmetry for y = 4x2 + 16x - 2.

  • Q : Distributive rule for quotients....
    Algebra :

    Determine the distributive rule for quotients? This inv olves exponents

  • Q : Greatest possible number of groups....
    Algebra :

    The 6th grade class has 12 boys and 20 girls. The teacher wants to divide them in groups which have the same number of boys and same number of girls. What is the greatest possible number of groups t

  • Q : Describes the value of an investment....
    Algebra :

    The equation describes the value of an investment after years. For the investment, provide the initial value, the continuous growth rate, the annual growth factor, and annual growth rate.

  • Q : What is the smallest cube....
    Algebra :

    What is the smallest cube (integer of the form n to the third) that is divisible by 16 but is not a square number (b to the second)?

  • Q : Demand for personal trainers....
    Algebra :

    A local gym has discovered that their demand for personal trainers (measured in hours) is related not only to their own advertising expenditures in the prior month, but also to the demand for doughn

  • Q : Different computer crimes....
    Algebra :

    Do you think computer crime is on the rise? If so, why? Identify three different computer crimes that you are aware of.

  • Q : Length of the longest side of a triangle....
    Algebra :

    What is the length of the longest side of a triangle that has the vertices (2, 6), (-4, 6), and (-4, 4)?

  • Q : Function rule for the area....
    Algebra :

    Write a function rule for the area of a rectangle whose length is 6ft. more than it's width? Then find the area of a rectangle if it's width is 12ft.

  • Q : Describe the sample data set....
    Algebra :

    Describe the sample data set and identify the variable being measured. Which type of hypothesis test would be most appropriate for this set of data?

  • Q : Determine examples of nominal-ordinal-interval....
    Algebra :

    Identify each of the following as examples of nominal, ordinal, interval, or ratio scales of measurement. A poll of registered voters in Florida asking which candidate they support

  • Q : Model of triangle shaped pyramid....
    Algebra :

    Olivia goes to Egypt and saw a model of triangle shaped pyramid. She enlarged it using a scale factor of 1.2. What will be the perimeter and are of the new triangle pyramid.

  • Q : Find the indefinite integral....
    Algebra :

    Determine the indefinite integral using the formulas from Theorem 5.20. (Remember to use ln |u| where appropriate.) dx (x + 9) x2 + 18x + 97

  • Q : Discrete probability distribution....
    Algebra :

    Compute the mean and variance of the following discrete probability distribution.

  • Q : Exponential graphs and logarithmic graphs....
    Algebra :

    Provide a scenario which could be modeled like logarithmic function and discuss why it is logarithmic. Compare and contrast Quadratic graphs with Exponential graphs and Logarithmic Graphs with Square

  • Q : Library for a real-life example of simulation....
    Algebra :

    Search the Internet and the articles database in library for real-life example of simulation. For hint, type the word "Simulation" followed by the topic of interest to you. Carefully review search i

  • Q : Amount of carbon dioxide....
    Algebra :

    Since 1905 the amount of carbon dioxide has been increasing. Total production of CO2 from all counntries except US, Canada, and western Europe can be approximated by:

  • Q : Applications of the cartesian coordinate system....
    Algebra :

    Explain applications of the Cartesian coordinate system to plot a real-world situation. In your description, indicate the characteristics of each coordinate, and a point in terms of specific x and y

  • Q : Determining the rectangular shape....
    Algebra :

    A race track is made up of a rectangular shape 750m by 500m with semi-circles at each end. Micheal drives around the track once at an average speed of 140 kmh^-1

  • Q : Homogeneous pure iron....
    Algebra :

    Two identical asteroids travel through space side by side while touching each other.  If the asteroids are composed of homogeneous pure iron (ρ = 7,874kg/m3) and are spherical, what diamete

  • Q : Weight of an object is one-tenth....
    Algebra :

    Compute the elevation h (km) where the weight of object is one-tenth (1/10) its weight on the surface of the earth.me = 5.9742x1024 kg; re = 6,378 km

  • Q : Calculate the cost one person spends on food....
    Algebra :

    Make an equation you could use to calculate the cost one person spends on food for a year (assume no tax on the food), using this site. Your equation must work for any age range, and any gender now.

  • Q : Equation represents a line that intersects....
    Algebra :

    Which equation represents a line that intersects Y=-2\3X+2 at exactly one point at 90 degrees

  • Q : Equation in standard form of the parabola....
    Algebra :

    Find the equation in standard form of the parabola passing through the points . (1,-3), (2,0), (3,9)

©TutorsGlobe All rights reserved 2022-2023.