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how much time elapses between occurrences of largest and smallest elk population (to nearest year)? Find largest number of elk present in region at any time?
Compute polar equation which produces distance from center of record to needle on the 12 inch record, as the function of total angle that record has spun.
Bond pays 4% interest compounded semiannually. How much must they pay so that bond will be worth $85,000 at maturity?
The heavy object is pulled 30 feet across the floor, using the force of 100 pounds. Force is exerted at the angle of 50o above horizontal. Determine the work done.
The small software company invests $25,000 to make the software package which will sell for $69.95. Every unity can be madefor $45.25.
Write the system of equations in which one equation signifies amount of final mixture needed and other represents percent of acid in final mixture. Let x and y represent amounts of 25% and 50% solut
The gun with the muzzle velocity of 1200 feet per second is fired at the angle of 6 above horizontal. Determine vertical and horizontal components of velocity.
Combined production level must not exceed 750 units per month. Five times demand for first product is at least 750 more than demand for second product.
Compute x-coordinate of position of ship if time difference between pulses from transmitting stations is 1000 microseconds.
Assume oil spilled from the ruptured tanker spreads in the circular pattern who radius increases s the constant rate of 2 feet per second. Composite function h= g of f is 4tπ2=h. What inverse f
According to NCDC average temp of k city is 92.2 in july and 32.2 in january suppose that period is 12 find best model for when july is month 0 and when january is month 0.
The car travels along the straight road, heading east for 1 h, then traveling for thirty minutes on another road which leads northeast.
Recall v=1/3Πr2h for the right circular cone. Assume radius is known to be 12.5 inches ±0.15 inches, and height is 18.75 inches ±0.24 inches.
There is no bar separating rectangular region from semi-circle. For the Norman window with the perimeter of 900 cm, find dimensions which maximize area, Illustrate all work.
Utilize the addition or subtraction formula to determine solution of equation which are in interval [0,2π). sin(4t)cos(t) = sin(t)cos(4t)
Percentage of the certain radiation which can penetrate x millimeters of lead shielding is provided by I(x)= 100e^-1.5x. How many milli. of shielding are needed so that less than .05% of radiation p
After 1 hour, plane equires to return to airport. To nearest hundredth of the mile, how far is plane from airport and what bearing must plane fly to get back.
You are the sales representative for the automobile manufacturer. You are paid the annual salary plus the bonus of 3 % of the sales over $500, 000. Let two functions.
Utilize formula n=n0ert t=years. Consider 't'=0 be the year 1998. Determine the function which modles populations after t years.
Illustrate that difference quotient of f, quantity f(x+h) minus f(x) divided by h, is equal to 1 divided by quantity square root of (x+h) plus square root of (x).
The scuba diver's body is directed downstream at 75 degrees to bank of the river. If diver swims at 25m/min, and water is moving at 5m/min, determine the diver's velocity?
Determine absolute minimum value of f. If g (x) = -2x + 1, determine points of intersection of graph of g and graph of f.
Provided A(-2,0) and B(2,0), determine the formula not having radicals which states fact that sum of distances from P(x,y) to A and to B, respectively, is 5.
Consider f (x) = 3x(x-2)^2(x+1)^3. Compute zeroes of f. Also express multiplicity of each zero. Express degree of f. Determine leading coefficient?
Profit P (in dollars) made by selling x units of the certain commodity if provided. Determine maximum possible profit, and how many units should sold to make it?