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Given are the elevations of a hose connected to a building on one side and to a ship on the other. The below sketch shows the POC-Points of Connection as 19.09 ft on building and 49.9 ft on the ship. The distance from the building to the mid-span of hose is r2= 5 ft and r1 from ship is r1=6.5 ft. The hose is not to go below the elevation of the deck at y0=7 ft. I would like someone to calculate the necessary length of hose via catenary formula showing all steps with comments.
The profit function for the Recklus Hang gliding Service is P(x) = -0.4x^2 + fx - m, where f represents the set up fee for a customer's daily excursion and m represents the monthly hanger rental.
FIND and PROVE a formula for the inverse hyperbolic tangent, arctanh(x). The formula should involve a natural logarithm. Also, check the answer by substituting the definition of tanh x into your inverse formula and simplify. Show all work please.
Danny bought 20 used games for his PS3. Some games cost $25 and some games cost $15. If he spent $430 altogether, how many of each did he buy?
Solve following equation by the elimination method.
Hope you are taking some much needed rest! I hope you are sleeping or outside enjoying nature. Consider this "question" just a show of gratitude. I'll check every hour or so and see if you are online-- and then i'll send you the problems we spoke abo..
find the percent of change. where necessary round to the nearest percent. describe the percent of change as a percent
Compute A with continuous compounding.
Express the solution of the compound inequality in interval notation. Express the solution of the compound inequality in interval notation y>=5 or y>1
Apply the echelon method to solve the equation
make up a scatter diagram with 10 dots for each of the following situations a perfect positive linear correlation b
Explain the general relationship between abstract algebra and linear algebra and dscuss how it is possible to considerably shorten the list of properties that define a vector space by using definitions from abstract algebra.
q1. develop the estimated regression equation that relates line speed the number in defective parts found. q2. use the equation to forecast the no. of defective parts found for a line speed of 50 ft /sec. line speed no. of defective parts 18 21 19 19..
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