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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.
A production line delivers 9,400 widgets in a year. The widgets are delivered 6 per cart. Each cart takes 5 minutes and 28 secs.
An over night express company must include 5 cities on its route. How many different routes are possible, assuming that it does not matter in which order the cities are included in the routing?
Describe explicitly, including the generators, all intermediate fields between Q(x) and Q, where x is a primitive 5th root of unity.
Isolating the natural logarithm
I will be going over and demonstrating how to simplify expressions, what that means and why it is done. Understanding the properties of real numbers is a great place to start when simplifying an expression.
The simple group of order.
Find the maximum or minimum function value in the interval -4 ≤ x ≤ 4, and state whether it is a maximum or minimum value for that interval.
Calculating the length.
what is the definition of slope formula and what is the formula? give 2
Find the domain of the function
For A, B ∈ Mn(F) and s ∈ F, show that: i) tr(A + B) = tr(A) + tr(B); ii) tr(sA) = s⋅tr(A); and iii) tr(AB) = tr(BA), where tr(A) is the trace of A.
Find the conditional probability.
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