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A tank in the shape of a cylinder on its side has the following dimensions: Height H=10m and Radius R=3m. The tank is half filled with water. Find the work required to pump the water out of a hole in the top of the tank to a distance of 1m above the tank.
according to the college boards report the average tuition and fees at four year private colleges and universities in
Previous AnswersWaneFMAC6 3.2.002. Use Gauss-Jordan row reduction to solve the given system of equations. HINT [See Examples 1-6.] (If there is no solution, enter NO SOLUTION. If the system is dependent, express youranswer in terms of x, where
1.A sum of $8,000 is invested in a savings account which pays interest at a rate of 9 percent per year compounded annually. If the amount is kept on deposit for 6 years, what will the compound amount equal? How much interest will be earned during the..
What is the significance of path independence? How does this relate to energy calculations?
Cubic Splines: Natural and Clamped, Calculate the natural cubic spline f(x) for the following data and then determine 1(1.5). (Use 3 significant digits.)
Find the equation of the line drawn between two points - Write the equation of the line with slop -2 and passing through the point (4, -3).
From a group of 4 girls and 3 boys, five persons are to be selected to form a committee so that at least 3 girls are there on the committee. In how many ways can it be done?
she suggests building fences described by y=4x2 and y=x2+5. Farmer Jones thinks this would be much harder than just building an enclosure with straight sides, but he wants to please his wife. What is the area of the enclosed region?
Gretchen Schmidt plans to buy shares of two stocks. One costs $32 per share and pays dividends of $1.20 per share. The other costs $23 per share and pays dividends of $1.40 per share. She has $10,100 to spend and wants to earn dividends of $540. H..
1. joe and sam each invested 20000 in the stock market. joes investment increased in value by 5 per year for 10 years.
If f is an automorphism of S_3, prove that there exists a sigma in S_3 such that f(tau)
S4 means symmetric group of degree 4, A4 means alternating group of degree 4, e is the identityIs there a group homomorphism $:S4 -> A4, with kernel $ = {e, (1 2)(3 4), (1 3)(2 4), (1 4)(2 3)}?
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