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The spring concert at a certain high school sold 169 tickets. Students were charged ?$2 each and adults ?$4 each. The income from the sale of tickets was ?$528. ?How many students and how many adults bought? tickets?
These short answer questions is basically belong to Mathematics. The 1st question is about sketching a graph for an absolute value. The 2nd question is about sketching an algebraic equation.
SEATING In how many ways can four married couples attending a concert be seated in a row of eight seats.
If an employee is exposed to continuous sound levels for 2 hours at 95 dB and is then exposed to sound levels below 65 dB for the rest of the 8-hour day, what is the employee's 8 hour TWA in dBA using OSHA's calculations? Does this employee excee..
Find the critical points of the function - Find the second derivative of the function. Find the second derivative of the function and use it.
A telephone wire hanging between two poles at x=-b,b. It takes the shape of a catenary with equation y=c+acosh(x/a). Find the length of the wire.
Write a concluding sentence to report the time(s) to the nearest quarter-hour, in the usual time notation.
the level of various substances in the blood of kidney dialysis patients is of concern because kidney failure and
Find a route with the least total airfare that visits each of the cities in this graph, where the weight on an edge is the least price available for a flight between the two cities.
Examples of 6-palindromes include {2,5} and the empty set. Show with a combinatorial proof that the number of n-palindromes equals 2^(n/2) for n even, and 2^(n+1/2) for n odd. (Hint: A set of cardinality k has 2k subsets.)
An equilateral triangle is standing vertically with a vertex above the xy-plane and its two other vertices at (7, 0, 0) and (9, 0, 0).
In today's world, recruiting new employees has taken on a global aspect, even in small mom & pop shops. In searching for the best and highest performing employees, Human Resource managers have so many ways to find new employees.
Using the definition of big-O, show that 2n element of O(6*n^2). Using the definition of big-O, show that 6n^2 not element of O(2n)
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