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Q1. Find the differential equation of motion for a spherical pendulum of length?
Q2. A particle of man m can slide without friction on the inside of a small tube which is bent in the form of circular ring of radius r the tude estate about a vertical diameter with constant angular velocity w, as shown in fig write of motion
Q3. Find of motion of double pendulum
question 1 what is the number of sides in a regular polygon in which the measure of an interior angle is twelve more
Howmuch overtime doyourecommend usingin each department
the morrison family bought a car at $24000 which was financed at $600 per month for 40 months. The down payment was $5000. (a)? what was the installment price,... (b)? what is the financial charge and amount financed.
Prepare a statement of cash flows - Use the direct method of reporting cash flows from operating activities.
Describe some practical applications for fractions in your daily life and some challenges that you have experienced regarding the use of fractions.
a company's total cost in millions of dollars,is given by c(t)=280-30e^-t where t= time in years, find the marginal cost when t=3
An architect has allocated a rectangular space of 264 ft second power for a square dining room and a 10-ft wide kitchen. Find the dimension of each room.
What is the overhead cost in the algorithm? In particular, does either the time or the number of q-bits overhead grow more than polynomially in the problem size?
Nilpotent transformation, Consider the transformation N: V->V. Let g be a vector such that N^k-1 does not equal 0, but N^k = 0. First show that the vectors g,N(g),N^2(g),..,N^k-1(g) are linearly independent
Based on your own experiences, do you think that traditional, hierarchical organizations are giving way to less well-structured, boundary less forms of organization?
What percentage of Americans earn below $20,000? What percenage of Americans earn above $ 43,000?
Write the explicit dependance of ξ on the original variables t,x. Set v(t, ξ) = u(t, x), and use the chain rule to compute ux and uy in terms of v, vt, vξ, etc. Verify that the function v(t, ξ) satisfies the equation vt = 0.
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