State surface area of box as function of length of sides
The open rectangular box (no top) with volume six cubic meters has the square base. State surface area of box as the function of length of one of the sides.
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Write coordinates of vertex for parabola. y2 -2y+25 + 3x = 0 Express equation of directrix for given parabola. y2 = -8x. Express equation of axis of symmetry for given parabola. (x-7)2 = - 4b + 2).
Determine the expression for volume V of balloon in terms of time, that is, determine V(t). This is the demonstration of function composition and work must make clear.
Assume that the nuclear accident occurs and releases 60 grams of strontium-90 into atmosphere. How long will it take for strontium-90 to decay to the level of 10 grams?
Angle of depression from skier to roof of lodge is 9 degree. 1 mile = 5280 feet. Determine direct line radio distance from skier to lodge?
Find tallest 9-foot wide truck which can pass through arch? Provide height accurate to two decimal places and find widest 16-foot high truck which can pass through arch?
Write an equation of the polynomial function p having only roots -4,-2,1, and 3 and with given characteristics. There are several possible solutions.
Use the grapher to sketch graph of function from part (a) incorporating restrictions from part b. d. use the grapher to find value of x for which volume is the maximum. also determine maximum volume.
3 forces with magnitudes of 210 newtons, 145 newtons, and 23 newtons act on the object at angles of 90 degrees, 225 degrees, and 55 degrees, respectively. Determine direction and magnitude of resultant forces.
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