Let the length be (x+2.23) and the width be x:
height*length*width = volume
5*(x+2.23)*x = 124.6 cm3
Divide both sides by 5 and multiply out the brackets:
x2+2.23x = 24.92
Subtract 24.92 from both sides hence forming a quadratic equation:
x2+2.23x-24.92 = 0
Solving the above equation by means of the quadratic formula gives x a positive value of 4.
Therefore the dimensions are: height = 5 cm, length = 6.23 cm and width = 4 cm
Check: 5*6.23*4 = 124.6 cubic cm
See Related Links below for the U.S. Mint's page showing the specs of all current coins.
Such a triangle would be impossible to construct with the given 3 dimensions because in order to construct a triangle the sum of its 2 shortest sides must be greater than the length of its longest side.
1/3 and 1/3.
1 Let the cross-sectional dimensions be x+2.3 and x2 So: (x+2.3)*x*20.7 = 657.018 cubic cm3 Divide both sides by 20.74 So: x2+2.3x = 31.745 So: x2+2.3x-31.74 = 06 Using the quadratic equation formula gives x a postive value of 4.67 Therefore dimensions are: 4.6+2.3 = 6.9 cm and 4.6 cm8 Check: 20.7*6.9*4.6 = 657.018 cubic cm
Let the dimensions be x and x+3 Perimeter: 4x+6 Area: x(x+3) = 2(4x+6) => x^2 +3x = 8x+12 => x^2 -5x-12 = 0 Solving the above quadratic equation: x has a positive value of 6.77 rounded to 2dp Therefore dimensions are: 6.77 cm and 9.77 cm
what is the difination of showing the greater class
value
See Related Links below for the U.S. Mint's page showing the specs of all current coins.
political boundaries
Such a triangle would be impossible to construct with the given 3 dimensions because in order to construct a triangle the sum of its 2 shortest sides must be greater than the length of its longest side.
A map showing routes of 164 railroads last printed in 1964 by Rand McNally for the UPRR. Map dimensions are 21" x 42".
http://www.communityinformationsystems.com/sites/bowlingessentials/Tools/tools.html
The maximum speed of a vehicle is 60 km. per hr
1 year.
The letter showing the ball when it has the maximum kinetic energy is likely the one where the ball is moving the fastest. This is typically when it is at the lowest point in its trajectory due to the maximum potential energy being converted into kinetic energy.
Please check your local listings for theater information.
Scott Boldt has written: 'Showing the way' -- subject(s): Dropouts, Education, Secondary, High school dropouts, Secondary Education, Services for, Social aspects, Social aspects of Secondary education