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Determine fundamental conjunction made up from variables w, x, y, z, or their complements, where value of conjunction is 1 precisely.
Sides are made of material which costs 4 cents per square centimeter. State total cost of C of material as the function of radius R of cylinder. Find cost be if radius is 10 centimeters?
Determine sum of all the 3 digit odd positive integers. Assume you started the exercise program by riding the bicycle 15 miles on first day.
Determine the 4th, 5th, and 6th terms of this sequence? Write first 4 terms of recursive sequence: a1=3 and an+1=2an+6 for n >or equal to 1 .
Determine 8th term of the arithmetic sequence if 4th term is 8 and fifth term is 2. Determine 1st term of the arithmetic sequence if 2nd term is 19 and 4th term is 31.
Determine The number X such that: e^(2x) -e^x =30. Assume that R is the small positive number. Evaluate slope of line containing points (5, e^5) and ( 5+R, e^(5+R))
How much would the initial amount of $3000, compounded continuously at 7% annual interest, become after fifteen years? How long it takes for money to triple if compounded continuously at 3% per year?
Determine the angle between positive horizontal axis and line containing points (3,6) and (7,3)? Determine the formula for inverse function f^-1 of the function f.
Determine the smallest positive number theta such that Tan(Theta) = -5. Find angle between positive horizontal axis and line containing points (3,6) and (7,3)?
Write the function Q(t) to model the city with the population of 165,000 people in 1990 with the population that is decreasing at the annual rate of 4.5%
Write the equation which represents projeted cost C(t) of the new car after t years, provided that it costs $17,000 today.
Line having the points (6,4) and (a,-2) has the slope of 4/5 determine the value of a? Compute equation of the line which contains points (3,-8) (5,-3) write answer in slope intercept form and stand
Determine the equation of line with the slope of 3 which contains points (5,-1/3) write the answer in slope - intercept form and standard form.
f(x)3x^4 +8x^3 +6x^2 sign chart to determine critical #s find relatives mins/max and inflections points. Draw graph.
The surveyor stands 420meters from one endpoint of tunnel and 400meters from other endpoint with the angle of 79.7 degrees between 2 lines of sight. Determine length of tunnel.
Determine radian measure of the central angle theta in the circle of radius 4 cm if arc intercepts has length of 8 cm. Draw graph of function over the 2 period interval.
According to the function from part (a) find human population in year 2020? In what year did point of diminishing returns happen?
In 1980 US population was about 226.5 million. In 1990 pop grown to about 246.7 million. Suppose the exponential growth model, n(t)=n(sub0)e^rt, determine the projected population in 2000?
How much morning, afternoon, and evening advertising time must Excelsior purchase to maximize exposure of its commercials?
Determine how many ounces of every kind of food must be used in the meal so that minimum requirements of calcium, iron, and vitamin C are fulfill for each patient's meals.
Find amount of depreciation which would be allowed for first year if network server were depreciated by double declining-balance method.
Determine book value of equipment at price of 6 years? By what amount has equipment been depreciated at end of the 6th year?
Pump sells for $9, and variable cost of producing each unit is 40% of selling price. Monthly fixed costs incurred by division are $50,000. Determine break-even point for division?
Draw the sketch of the problem situation, suppose that highway is the straight road and driveway is straight road perpendicular to highway.
Derivative of the function is d'(t) = -32t. In your own words, and be brief, what does derivative tell us? a) How fast am I traveling at given time t = 20 seconds?