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Ace Novelty manufactures Giant Pandas and Saint Bernards. Each Giant Panda requires 1.5 yd2 of plush, 30 ft3 of stuffing, and 5 pieces of trim. Each Saint Bernard requires 2 yd2 of plush, 35 ft3 of stuffing, and 8 pieces of trim. The profit for each Panda is $10, and the profit for each Saint Bernard is $15. If 3600yd2 of plush, 66,000 ft3 of stuffing, and 13,600 pieces of trim are available, how many of each of the each of the stuffed animals should the company manufacture to maximize its profit? What is the maximum profit?
Two motorcycles travel toward each other from cities that are about 665 km apart at rates of 110 km/hr and 80 km/hr. They started at the same time. In how many hours will they meet?
6Na + Fe2O3 → 3Na2O + 2Fe In the reaction, 138 g of Na react with 160 g of Fe2O3 to produce 186 g of Na2 and Fe. How many grams of Fe are produced?
McBurger's fast-food restaurant has a drive-through window with a single window with a single server who takes orders from an intercom and also is the cashier
Given the vector field F=3yi + (5-2x)j + ((z^2)-2)k find the surface integral of the normal component of curl F over the open hemispherical surface (x^2)+(y^2)+(z^2)=4 above the xy plane
Rate of change occurs in a side of a triangle with respect to the change occurs in another side - Find the rate it is dropping?
Suppose that a forest fire Spreads in a circle with a radius changing rate at rate of 5 feet per min. When the radius reaches 200 ft, at what rate is the area of the burning region increasing?
A rectangle is inscribed in a circle of radius 10m. The are of the rectangle is 160m^2. What is the perimeter of the rectangle?
a small purse is full of coins. if you count them by twos, threes, or fives, there is one left. if you count them by sevens there will be none left. how many coins are in the purse?
Let f be a function given by-Is there a function g: R ---> R such that g'=f? Be careful applying definition of the derivative
Given that the necessary assumptions are satisfied, can it be concluded, at the 2.5% level of significance, that not all mean times to relieve pain are equal ? Formulate and test the appropriate hypotheses. Use the critical value approach.
how can we solve an ordinary second-order non-homogeneous euler equation by laplace tansfomation?
Determine an equation for the right bisector of the line segment with endpoints P(-5,-2) and Q(3,6)
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