Compute dimensions which yield greatest possible area
The athletic field with the perimeter of 1/4 mile comprises of the rectangle with the semicircle at each end. Compute dimensions x and r which yield greatest possible area for rectangular region.
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Find out the difference quotient (e.g average rate of change over the input interval of length h) for provided functions. Ensure to simplify the answer. - f(x)=6x^2+7x-11.
1 certificate pays 6% interest and other pays 4.5% interest annually. If Carey's total interest is= $5025 per year, find how much money is invested at each rate?
Compare speed of Mrs. H's remote control car to that of the regular car traveling on freeway. Determine the solution.
If she could increase the average speed by 1 km/hr, it would decrease her time around loop by 6 minutes. How many kilometers long is loop?
The density of lead is 11.34 g/cm3 and density of aluminum is 2.69 g/cm3. Determine radius of lead and aluminum spheres all having the mass of 50kg.
On an inpulse, he makes decision to even up piles a little by removing 280 of bad reviews, and this leaves him with the total of 400 reviews of all types. How many reviews were generally in each category.
Let x be distance (in miles) from connection box to point where cable installation turns off road. Write the equation for cost of installation as the function of x. Determine the domain of the function?
You have 240 feet of fence to construct the rectangular enclosure that is divided with fencing by 2 interior sections parallel to sides.
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