Compute formula for inverse function and composite function
Consider n = f (A) = A/250, where n is number of gallons of paint and A is area to be painted. Determine the formula for inverse function A = g(n) Compute composite function f-1 (f(A)) Compute composite function f (f-1 (n)) Determine your results.
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The circular oil slick is expanding with radius, r in yards, at time t in hours provided by r = 2t-0.1t^2, for t in hours, 0<=t<=10. Determine the formula for area in square yards, A=f(t), as the function of time.
Develop the rectangular enclosure where one side of enclosure will utilize entire 48-foot side of the barn and will not need any fencing. (Enclosure may extend beyond side of barn). Find maximum area which you can enclose?
Find revenue function and profit function for the situation. Using the graphing calculator find number of binderes to make to maximize profit.
If they should pay $770 in closing costs and 6% of selling price of house for sales commission, then determine minimum selling price for which they will get $110,000?
Determine the formula for inverse function A = g(n) Compute composite function f-1 (f(A)) Compute composite function f (f-1 (n)) Determine your results.
Determine point of equilibrium for given supply and demand equations where x is number of units and p is price per unit.
Draw the graph which represents the situation. Determine domain and range of cost function? Write the equation of cost function.
Consider p0 = f(0) and let t1, t1, and t3 be positive constants. Decribe what following statements tell you about sleep loss and job performance.
Does it recommend growth in population you would expect among rabbits on the island? Evaluate rage of p(t). What does this tell you about population? Describe how you can find range of p(t) from its formula.
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