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Given the vector valued function r(t) = (ln t)i + (t + 2) j
a. State the domain of r(t).
b. Determine the unit Tangent and principal unit Normal vectors at t = 1.
c. Sketch the curve and the unit Tangent and Normal vectors at t = 1.
d. Determine the curvature and radius of curvature at t = 1.
e. Sketch the osculating circle at t = 1.
What is the probability that x=5
Find symmetric equations for the line through the points p (1, 1, -3) and Q (2,-1,1). Find an equation for the plane through P (2, 0, 1) and parallel to the line x = 3t, y = 2 - t, z = 3 + 4t.
question points b and c are on a circle with radius 5 and lines ab and ac are tangent to the circle. let d be a point
an orthopedic surgeon sees aboutnbsp60 new patients per month the rest of his patients are seen for
graph the equation to represent the relationship between the number of tickets sold and the profit from the dance. then find how many ticket must be sold to break even.
If we graph this data with Total Cost on the Y axis (Vertical axis) and the Quantity Produced on the X axis (Horizontal axis) what do you think will be the shape of the line
Seven women and nine men are on the faculty in the mathematics department at a school. How many ways are there to select a committee of ?ve members of the department if at least one woman must be on the committee
Undergraduate senior level Real Analysis. Please show me formal math proofs. Give an example of a binary relation which is
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q. 1 mr. subhash has taken rs. 100000 from his father to invest them in a combination of only two stock portfolios with
what is the area of each triangle to the nearest tenth. In triangle ABC, a=326, c=157,M
Zoe purchased a house in 1999 for $192,000. In 2006 she sold the house and made a net profit of $50,000. Find the effective annual rate of return on her investment over the 7-yr period. (Round your answer to the nearest hundredth of a percentage p..
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