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Q1. Find out the numbers of the R5 series from 1 to 10.
Q2. Find Kt for the shown figure. Width of the plate is 5 units.
Q3. A simply supported circular shaft is subjected to maximum bending moment of 32 kN-m and twisting moment of 10 kN-m, find the required shaft diameter, if the maximum shear stress allowed is 210 Gpa
Q4. Write a short note on the selection criterion of failure theories
Using graph paper, repeat this process from the last problem using different coordinates for P, Q, and R. How do these lengths MN and PQ compare now?
Find the probability that the first card is a king and the second card is a queen.
Sodas in a can are supposed to contain an average 12 oz. This particular brand has a standard deviation of 0.1 oz., with an average of 12.1 oz. If the contents in the population of all cans follow a normal distribution, what is the probability tha..
A child slides down a slide with a 27o incline, and at the bottom her speed is precisely two-thirds what it would have been if the slide had been frictionless. Calculate the coefficient of kinetic friction between the slide and the child.
Cosider the function f(x,y) = x2 +(y2)/4 and the level curve at z = 1 is the ellipse x2+(y2)/4=1. Find a vector perpendicular to the tangent line of this level curve at (1/(2)(1/2), (2)(1/2)).
suppose you open an account on january 1 with a deposit of $64. How much money will yor money earn at the end of the quarter march 31 at an interest rate 5% YEARLY?
How much revenue was earned in each of the three categories of books?
question the angle bisector drawn to one side of a triangle divides the median drawn to a second side into segments
the distance around a standard tennis court is 228 feet. if the length of the court is 6 feet more than 2 times the
Assume that maintenance repair times are distributed normally and that the MTTR is 60 minutes. Standard deviation is 20 minutes. What percent of the total population lies below 65 minutes?
M(dv/dt)= -cv-mg v(0)=0, find v(t) and check that your answer satisfies the initial condition and the differential equation.
A ship leaves its home port and sails on a bearing of N 28°10' E. Another ship leaves the same port at the same time and sails on a bearing of S 61°50' E. If the first ship sails at 24 mph and the second ship sails at 28 mph, find the distance bet..
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