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The data shown in the table were obtained from a tensile test of high-strength steel. The test specimen had a diameter of 13 mm, and a gage length of 50 mm was used. The total elongation between the gage marks at fracture was 10.7 mm, and the minimum diameter was 9.4 mm. Plot the nominal stress-strain diagram for the steel and determine the proportional limit, modulus of elasticity, yield stress at 0.1 % offset, ultimate stress, percent elongation in 50 mm, and percent reduction in area.
How do you square root an odd number using mental math?
Sandra's scores on the first 4 test were 87%, 92%, 76%, and 89%. What is the minimum score she needs to make an the fifth test so that her average is at least an 80%?
Find the equation of the plane tangent to the surface f(x,y,z) = √(x+yz) at the point (1,3,1). Find the equation of the plane tangent to the surface xyz = In (2y + z) at the point (1,2,0).
Suppose the minimum detectable amount is 0.1% and a dinosaur is dated with 40K to be 69 million years old. Is this possible? What is the maximum age of a fossil that we could date using 40K?
Use one of the websites supporting modular arithmetic to determine the private exponent d for the case where p = 7437887, q = 3023981 and e = 65537. Use this to encrypt the message "Hello". Explain your steps and show how to decrypt this message. ..
the region in the first quadrant enclosed between the graph of y = ax -x2 and the x-axis generates the same volume whether it is revolved about the x-axis or the y-axis. use analytic methods to find the value of a.
a) Let s=x+y and t=x-y. Sketch the region R with labeled level curves of s and t sketched in. Answer the following questions to set up limits of integration in the dtds order: (i) When x=0, what is t in terms of s? When y=0, what is t in terms of s? ..
Q. 1 Solve x^2d^2y/dx^2-3xdy/dx+y=sin(log x)/x Q. 2 Verify Stokes theorem for F=(x^2-y^2)i+2xyj in the rectangular region in the xy plane bounded by the lines x=0,x=a,y=0,y=b.
Using GEOMETRY ONLY, for an equilateral triangular region, for which points is the sum of the distances to the sides of the triangle minimal? Please show me and do not point to a web site.
Suppose that every hour there are two new bacteria in a colony for each bacterium that was present the previous hour, and that all bacteria 2 hours old die.
Use the Baseball tab and write a memo describing your findings about the relationship between number of wins and payroll
List as a set of ordered pairs a function g: B→A with the property that for all a in A g(f(a)) = a, and show that this property holds. Note that since the domain of g is B, you need to make sure your function g maps each element in B to some elemen..
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